
-----------------------------
------- calculate fc2 -------
-----------------------------

        _
  _ __ | |__   ___  _ __   ___   _ __  _   _
 | '_ \| '_ \ / _ \| '_ \ / _ \ | '_ \| | | |
 | |_) | | | | (_) | | | | (_) || |_) | |_| |
 | .__/|_| |_|\___/|_| |_|\___(_) .__/ \__, |
 |_|                            |_|    |___/
                                      2.47.1

-------------------------[time 2026-01-08 05:01:19]-------------------------
Compiled with OpenMP support (max 128 threads).
Running in phonopy.load mode.
Python version 3.14.2
Spglib version 2.6.1

Crystal structure was read from "phonopy_mlp_eval_fc2_dataset.yaml.xz".
Unit of length: angstrom
Settings:
  Supercell: [1 1 2]
  Primitive matrix:
    [1. 0. 0.]
    [0. 1. 0.]
    [0. 0. 1.]
Spacegroup: P4/n (85)
Number of symmetry operations in supercell: 16
------------------------------ primitive cell ------------------------------
Lattice vectors:
  a    9.987519730000001    0.000000000000000    0.000000000000000
  b    0.000000000000000    9.987519730000001    0.000000000000000
  c    0.000000000000000    0.000000000000000    7.401103900000000
Atomic positions (fractional):
   *1 S   0.74433362968946  0.44401894037543  0.13057683382389  32.065
    2 S   0.05598105962456  0.24433362968946  0.13057683382389  32.065
    3 S   0.94401894037543  0.75566637031054  0.13057683382389  32.065
    4 S   0.25566637031054  0.55598105962457  0.13057683382389  32.065
    5 S   0.75566637031054  0.05598105962456  0.86942316617611  32.065
    6 S   0.44401894037543  0.25566637031054  0.86942316617611  32.065
    7 S   0.55598105962457  0.74433362968946  0.86942316617611  32.065
    8 S   0.24433362968946  0.94401894037543  0.86942316617611  32.065
   *9 S   0.75675407500652  0.06115592292606  0.37036556345318  32.065
   10 S   0.43884407707394  0.25675407500651  0.37036556345318  32.065
   11 S   0.56115592292606  0.74324592499348  0.37036556345318  32.065
   12 S   0.24324592499348  0.93884407707394  0.37036556345318  32.065
   13 S   0.74324592499348  0.43884407707394  0.62963443654681  32.065
   14 S   0.06115592292606  0.24324592499348  0.62963443654681  32.065
   15 S   0.93884407707394  0.75675407500652  0.62963443654681  32.065
   16 S   0.25675407500651  0.56115592292606  0.62963443654681  32.065
  *17 Cu  0.75000000000000  0.25000000000000  0.00000000000000  63.546
   18 Cu  0.25000000000000  0.25000000000000  0.00000000000000  63.546
   19 Cu  0.75000000000000  0.75000000000000  0.00000000000000  63.546
   20 Cu  0.25000000000000  0.75000000000000  0.00000000000000  63.546
  *21 Cu  0.22340910903977  0.19763990402993  0.34697208128924  63.546
   22 Cu  0.30236009597007  0.72340910903977  0.34697208128924  63.546
   23 Cu  0.69763990402993  0.27659089096023  0.34697208128924  63.546
   24 Cu  0.77659089096023  0.80236009597007  0.34697208128924  63.546
   25 Cu  0.27659089096023  0.30236009597007  0.65302791871076  63.546
   26 Cu  0.19763990402993  0.77659089096023  0.65302791871076  63.546
   27 Cu  0.80236009597007  0.22340910903977  0.65302791871076  63.546
   28 Cu  0.72340910903977  0.69763990402993  0.65302791871076  63.546
  *29 Cu  0.47606202790513  0.63113228846726  0.12100783921914  63.546
   30 Cu  0.86886771153274  0.97606202790513  0.12100783921914  63.546
   31 Cu  0.13113228846726  0.02393797209487  0.12100783921914  63.546
   32 Cu  0.52393797209487  0.36886771153274  0.12100783921914  63.546
   33 Cu  0.02393797209487  0.86886771153274  0.87899216078085  63.546
   34 Cu  0.63113228846726  0.52393797209487  0.87899216078085  63.546
   35 Cu  0.36886771153274  0.47606202790513  0.87899216078085  63.546
   36 Cu  0.97606202790513  0.13113228846726  0.87899216078085  63.546
  *37 Cu  0.03157091204100  0.86300169485270  0.38320718255408  63.546
   38 Cu  0.63699830514730  0.53157091204100  0.38320718255408  63.546
   39 Cu  0.36300169485270  0.46842908795900  0.38320718255408  63.546
   40 Cu  0.96842908795900  0.13699830514730  0.38320718255408  63.546
   41 Cu  0.46842908795900  0.63699830514730  0.61679281744592  63.546
   42 Cu  0.86300169485270  0.96842908795900  0.61679281744592  63.546
   43 Cu  0.13699830514730  0.03157091204100  0.61679281744592  63.546
   44 Cu  0.53157091204100  0.36300169485270  0.61679281744592  63.546
  *45 Tl  0.00000000000000  0.50000000000000  0.37916344826400 204.383
   46 Tl  0.50000000000000  0.00000000000000  0.62083655173601 204.383
  *47 Tl  0.00000000000000  0.50000000000000  0.87966369040743 204.383
   48 Tl  0.50000000000000  0.00000000000000  0.12033630959257 204.383
-------------------------------- unit cell ---------------------------------
Lattice vectors:
  a    9.987519730000001    0.000000000000000    0.000000000000000
  b    0.000000000000000    9.987519730000001    0.000000000000000
  c    0.000000000000000    0.000000000000000    7.401103900000000
Atomic positions (fractional):
   *1 S   0.74433362968946  0.44401894037543  0.13057683382389  32.065 > 1
    2 S   0.05598105962456  0.24433362968946  0.13057683382389  32.065 > 2
    3 S   0.94401894037543  0.75566637031054  0.13057683382389  32.065 > 3
    4 S   0.25566637031054  0.55598105962457  0.13057683382389  32.065 > 4
    5 S   0.75566637031054  0.05598105962456  0.86942316617611  32.065 > 5
    6 S   0.44401894037543  0.25566637031054  0.86942316617611  32.065 > 6
    7 S   0.55598105962457  0.74433362968946  0.86942316617611  32.065 > 7
    8 S   0.24433362968946  0.94401894037543  0.86942316617611  32.065 > 8
   *9 S   0.75675407500652  0.06115592292606  0.37036556345318  32.065 > 9
   10 S   0.43884407707394  0.25675407500651  0.37036556345318  32.065 > 10
   11 S   0.56115592292606  0.74324592499348  0.37036556345318  32.065 > 11
   12 S   0.24324592499348  0.93884407707394  0.37036556345318  32.065 > 12
   13 S   0.74324592499348  0.43884407707394  0.62963443654681  32.065 > 13
   14 S   0.06115592292606  0.24324592499348  0.62963443654681  32.065 > 14
   15 S   0.93884407707394  0.75675407500652  0.62963443654681  32.065 > 15
   16 S   0.25675407500651  0.56115592292606  0.62963443654681  32.065 > 16
  *17 Cu  0.75000000000000  0.25000000000000  0.00000000000000  63.546 > 17
   18 Cu  0.25000000000000  0.25000000000000  0.00000000000000  63.546 > 18
   19 Cu  0.75000000000000  0.75000000000000  0.00000000000000  63.546 > 19
   20 Cu  0.25000000000000  0.75000000000000  0.00000000000000  63.546 > 20
  *21 Cu  0.22340910903977  0.19763990402993  0.34697208128924  63.546 > 21
   22 Cu  0.30236009597007  0.72340910903977  0.34697208128924  63.546 > 22
   23 Cu  0.69763990402993  0.27659089096023  0.34697208128924  63.546 > 23
   24 Cu  0.77659089096023  0.80236009597007  0.34697208128924  63.546 > 24
   25 Cu  0.27659089096023  0.30236009597007  0.65302791871076  63.546 > 25
   26 Cu  0.19763990402993  0.77659089096023  0.65302791871076  63.546 > 26
   27 Cu  0.80236009597007  0.22340910903977  0.65302791871076  63.546 > 27
   28 Cu  0.72340910903977  0.69763990402993  0.65302791871076  63.546 > 28
  *29 Cu  0.47606202790513  0.63113228846726  0.12100783921914  63.546 > 29
   30 Cu  0.86886771153274  0.97606202790513  0.12100783921914  63.546 > 30
   31 Cu  0.13113228846726  0.02393797209487  0.12100783921914  63.546 > 31
   32 Cu  0.52393797209487  0.36886771153274  0.12100783921914  63.546 > 32
   33 Cu  0.02393797209487  0.86886771153274  0.87899216078085  63.546 > 33
   34 Cu  0.63113228846726  0.52393797209487  0.87899216078085  63.546 > 34
   35 Cu  0.36886771153274  0.47606202790513  0.87899216078085  63.546 > 35
   36 Cu  0.97606202790513  0.13113228846726  0.87899216078085  63.546 > 36
  *37 Cu  0.03157091204100  0.86300169485270  0.38320718255408  63.546 > 37
   38 Cu  0.63699830514730  0.53157091204100  0.38320718255408  63.546 > 38
   39 Cu  0.36300169485270  0.46842908795900  0.38320718255408  63.546 > 39
   40 Cu  0.96842908795900  0.13699830514730  0.38320718255408  63.546 > 40
   41 Cu  0.46842908795900  0.63699830514730  0.61679281744592  63.546 > 41
   42 Cu  0.86300169485270  0.96842908795900  0.61679281744592  63.546 > 42
   43 Cu  0.13699830514730  0.03157091204100  0.61679281744592  63.546 > 43
   44 Cu  0.53157091204100  0.36300169485270  0.61679281744592  63.546 > 44
  *45 Tl  0.00000000000000  0.50000000000000  0.37916344826400 204.383 > 45
   46 Tl  0.50000000000000  0.00000000000000  0.62083655173601 204.383 > 46
  *47 Tl  0.00000000000000  0.50000000000000  0.87966369040743 204.383 > 47
   48 Tl  0.50000000000000  0.00000000000000  0.12033630959257 204.383 > 48
-------------------------------- super cell --------------------------------
Lattice vectors:
  a    9.987519730000001    0.000000000000000    0.000000000000000
  b    0.000000000000000    9.987519730000001    0.000000000000000
  c    0.000000000000000    0.000000000000000   14.802207800000000
Atomic positions (fractional):
   *1 S   0.74433362968946  0.44401894037543  0.06528841691195  32.065 > 1
    2 S   0.74433362968946  0.44401894037543  0.56528841691195  32.065 > 1
    3 S   0.05598105962456  0.24433362968946  0.06528841691195  32.065 > 2
    4 S   0.05598105962456  0.24433362968946  0.56528841691195  32.065 > 2
    5 S   0.94401894037543  0.75566637031054  0.06528841691195  32.065 > 3
    6 S   0.94401894037543  0.75566637031054  0.56528841691195  32.065 > 3
    7 S   0.25566637031054  0.55598105962457  0.06528841691195  32.065 > 4
    8 S   0.25566637031054  0.55598105962457  0.56528841691195  32.065 > 4
    9 S   0.75566637031054  0.05598105962456  0.43471158308805  32.065 > 5
   10 S   0.75566637031054  0.05598105962456  0.93471158308805  32.065 > 5
   11 S   0.44401894037543  0.25566637031054  0.43471158308805  32.065 > 6
   12 S   0.44401894037543  0.25566637031054  0.93471158308805  32.065 > 6
   13 S   0.55598105962457  0.74433362968946  0.43471158308805  32.065 > 7
   14 S   0.55598105962457  0.74433362968946  0.93471158308805  32.065 > 7
   15 S   0.24433362968946  0.94401894037543  0.43471158308805  32.065 > 8
   16 S   0.24433362968946  0.94401894037543  0.93471158308805  32.065 > 8
  *17 S   0.75675407500652  0.06115592292606  0.18518278172659  32.065 > 9
   18 S   0.75675407500652  0.06115592292606  0.68518278172659  32.065 > 9
   19 S   0.43884407707394  0.25675407500651  0.18518278172659  32.065 > 10
   20 S   0.43884407707394  0.25675407500651  0.68518278172659  32.065 > 10
   21 S   0.56115592292606  0.74324592499348  0.18518278172659  32.065 > 11
   22 S   0.56115592292606  0.74324592499348  0.68518278172659  32.065 > 11
   23 S   0.24324592499348  0.93884407707394  0.18518278172659  32.065 > 12
   24 S   0.24324592499348  0.93884407707394  0.68518278172659  32.065 > 12
   25 S   0.74324592499348  0.43884407707394  0.31481721827341  32.065 > 13
   26 S   0.74324592499348  0.43884407707394  0.81481721827341  32.065 > 13
   27 S   0.06115592292606  0.24324592499348  0.31481721827341  32.065 > 14
   28 S   0.06115592292606  0.24324592499348  0.81481721827341  32.065 > 14
   29 S   0.93884407707394  0.75675407500652  0.31481721827341  32.065 > 15
   30 S   0.93884407707394  0.75675407500652  0.81481721827341  32.065 > 15
   31 S   0.25675407500651  0.56115592292606  0.31481721827341  32.065 > 16
   32 S   0.25675407500651  0.56115592292606  0.81481721827341  32.065 > 16
  *33 Cu  0.75000000000000  0.25000000000000  0.00000000000000  63.546 > 17
   34 Cu  0.75000000000000  0.25000000000000  0.50000000000000  63.546 > 17
   35 Cu  0.25000000000000  0.25000000000000  0.00000000000000  63.546 > 18
   36 Cu  0.25000000000000  0.25000000000000  0.50000000000000  63.546 > 18
   37 Cu  0.75000000000000  0.75000000000000  0.00000000000000  63.546 > 19
   38 Cu  0.75000000000000  0.75000000000000  0.50000000000000  63.546 > 19
   39 Cu  0.25000000000000  0.75000000000000  0.00000000000000  63.546 > 20
   40 Cu  0.25000000000000  0.75000000000000  0.50000000000000  63.546 > 20
  *41 Cu  0.22340910903977  0.19763990402993  0.17348604064462  63.546 > 21
   42 Cu  0.22340910903977  0.19763990402993  0.67348604064462  63.546 > 21
   43 Cu  0.30236009597007  0.72340910903977  0.17348604064462  63.546 > 22
   44 Cu  0.30236009597007  0.72340910903977  0.67348604064462  63.546 > 22
   45 Cu  0.69763990402993  0.27659089096023  0.17348604064462  63.546 > 23
   46 Cu  0.69763990402993  0.27659089096023  0.67348604064462  63.546 > 23
   47 Cu  0.77659089096023  0.80236009597007  0.17348604064462  63.546 > 24
   48 Cu  0.77659089096023  0.80236009597007  0.67348604064462  63.546 > 24
   49 Cu  0.27659089096023  0.30236009597007  0.32651395935538  63.546 > 25
   50 Cu  0.27659089096023  0.30236009597007  0.82651395935538  63.546 > 25
   51 Cu  0.19763990402993  0.77659089096023  0.32651395935538  63.546 > 26
   52 Cu  0.19763990402993  0.77659089096023  0.82651395935538  63.546 > 26
   53 Cu  0.80236009597007  0.22340910903977  0.32651395935538  63.546 > 27
   54 Cu  0.80236009597007  0.22340910903977  0.82651395935538  63.546 > 27
   55 Cu  0.72340910903977  0.69763990402993  0.32651395935538  63.546 > 28
   56 Cu  0.72340910903977  0.69763990402993  0.82651395935538  63.546 > 28
  *57 Cu  0.47606202790513  0.63113228846726  0.06050391960957  63.546 > 29
   58 Cu  0.47606202790513  0.63113228846726  0.56050391960957  63.546 > 29
   59 Cu  0.86886771153274  0.97606202790513  0.06050391960957  63.546 > 30
   60 Cu  0.86886771153274  0.97606202790513  0.56050391960957  63.546 > 30
   61 Cu  0.13113228846726  0.02393797209487  0.06050391960957  63.546 > 31
   62 Cu  0.13113228846726  0.02393797209487  0.56050391960957  63.546 > 31
   63 Cu  0.52393797209487  0.36886771153274  0.06050391960957  63.546 > 32
   64 Cu  0.52393797209487  0.36886771153274  0.56050391960957  63.546 > 32
   65 Cu  0.02393797209487  0.86886771153274  0.43949608039043  63.546 > 33
   66 Cu  0.02393797209487  0.86886771153274  0.93949608039043  63.546 > 33
   67 Cu  0.63113228846726  0.52393797209487  0.43949608039043  63.546 > 34
   68 Cu  0.63113228846726  0.52393797209487  0.93949608039043  63.546 > 34
   69 Cu  0.36886771153274  0.47606202790513  0.43949608039043  63.546 > 35
   70 Cu  0.36886771153274  0.47606202790513  0.93949608039043  63.546 > 35
   71 Cu  0.97606202790513  0.13113228846726  0.43949608039043  63.546 > 36
   72 Cu  0.97606202790513  0.13113228846726  0.93949608039043  63.546 > 36
  *73 Cu  0.03157091204100  0.86300169485270  0.19160359127704  63.546 > 37
   74 Cu  0.03157091204100  0.86300169485270  0.69160359127704  63.546 > 37
   75 Cu  0.63699830514730  0.53157091204100  0.19160359127704  63.546 > 38
   76 Cu  0.63699830514730  0.53157091204100  0.69160359127704  63.546 > 38
   77 Cu  0.36300169485270  0.46842908795900  0.19160359127704  63.546 > 39
   78 Cu  0.36300169485270  0.46842908795900  0.69160359127704  63.546 > 39
   79 Cu  0.96842908795900  0.13699830514730  0.19160359127704  63.546 > 40
   80 Cu  0.96842908795900  0.13699830514730  0.69160359127704  63.546 > 40
   81 Cu  0.46842908795900  0.63699830514730  0.30839640872296  63.546 > 41
   82 Cu  0.46842908795900  0.63699830514730  0.80839640872296  63.546 > 41
   83 Cu  0.86300169485270  0.96842908795900  0.30839640872296  63.546 > 42
   84 Cu  0.86300169485270  0.96842908795900  0.80839640872296  63.546 > 42
   85 Cu  0.13699830514730  0.03157091204100  0.30839640872296  63.546 > 43
   86 Cu  0.13699830514730  0.03157091204100  0.80839640872296  63.546 > 43
   87 Cu  0.53157091204100  0.36300169485270  0.30839640872296  63.546 > 44
   88 Cu  0.53157091204100  0.36300169485270  0.80839640872296  63.546 > 44
  *89 Tl  0.00000000000000  0.50000000000000  0.18958172413200 204.383 > 45
   90 Tl  0.00000000000000  0.50000000000000  0.68958172413200 204.383 > 45
   91 Tl  0.50000000000000  0.00000000000000  0.31041827586800 204.383 > 46
   92 Tl  0.50000000000000  0.00000000000000  0.81041827586800 204.383 > 46
  *93 Tl  0.00000000000000  0.50000000000000  0.43983184520372 204.383 > 47
   94 Tl  0.00000000000000  0.50000000000000  0.93983184520372 204.383 > 47
   95 Tl  0.50000000000000  0.00000000000000  0.06016815479628 204.383 > 48
   96 Tl  0.50000000000000  0.00000000000000  0.56016815479628 204.383 > 48
----------------------------------------------------------------------------
NAC parameters were read from "phonopy_mlp_eval_fc2_dataset.yaml.xz".
--------------------------- Dielectric constant ----------------------------
           14.8908062   -0.0000117    0.0000000
            0.0000117   14.8908062    0.0000000
            0.0000000    0.0000000   19.8823539
-------------------------- Born effective charges --------------------------
    1 S    -2.2832047   -0.0224360    0.0159901
            0.1071473   -1.4405566    0.1728891
            0.1432059    0.2644082   -2.5199523
    2 S    -1.4405566   -0.1071473   -0.1728891
            0.0224360   -2.2832047    0.0159901
           -0.2644082    0.1432059   -2.5199523
    3 S    -1.4405566   -0.1071473    0.1728891
            0.0224360   -2.2832047   -0.0159901
            0.2644082   -0.1432059   -2.5199523
    4 S    -2.2832047   -0.0224360   -0.0159901
            0.1071473   -1.4405566   -0.1728891
           -0.1432059   -0.2644082   -2.5199523
    5 S    -2.2832047   -0.0224360    0.0159901
            0.1071473   -1.4405566    0.1728891
            0.1432059    0.2644082   -2.5199523
    6 S    -1.4405566   -0.1071473   -0.1728891
            0.0224360   -2.2832047    0.0159901
           -0.2644082    0.1432059   -2.5199523
    7 S    -1.4405566   -0.1071473    0.1728891
            0.0224360   -2.2832047   -0.0159901
            0.2644082   -0.1432059   -2.5199523
    8 S    -2.2832047   -0.0224360   -0.0159901
            0.1071473   -1.4405566   -0.1728891
           -0.1432059   -0.2644082   -2.5199523
    9 S    -2.2954954    0.1056504   -0.0744219
            0.1150959   -2.0509689   -0.2246543
           -0.0846473   -0.3260246   -2.9546035
   10 S    -2.0509689   -0.1150959    0.2246543
           -0.1056504   -2.2954954   -0.0744219
            0.3260246   -0.0846473   -2.9546035
   11 S    -2.0509689   -0.1150959   -0.2246543
           -0.1056504   -2.2954954    0.0744219
           -0.3260246    0.0846473   -2.9546035
   12 S    -2.2954954    0.1056504    0.0744219
            0.1150959   -2.0509689    0.2246543
            0.0846473    0.3260246   -2.9546035
   13 S    -2.2954954    0.1056504   -0.0744219
            0.1150959   -2.0509689   -0.2246543
           -0.0846473   -0.3260246   -2.9546035
   14 S    -2.0509689   -0.1150959    0.2246543
           -0.1056504   -2.2954954   -0.0744219
            0.3260246   -0.0846473   -2.9546035
   15 S    -2.0509689   -0.1150959   -0.2246543
           -0.1056504   -2.2954954    0.0744219
           -0.3260246    0.0846473   -2.9546035
   16 S    -2.2954954    0.1056504    0.0744219
            0.1150959   -2.0509689    0.2246543
            0.0846473    0.3260246   -2.9546035
   17 Cu    0.6315847   -0.4837596    0.2709753
           -0.3278268    0.7575622   -0.0445718
            0.2803782    0.1586815    0.5996298
   18 Cu    0.7575622    0.3278268    0.0445718
            0.4837596    0.6315847    0.2709753
           -0.1586815    0.2803782    0.5996298
   19 Cu    0.7575622    0.3278268   -0.0445718
            0.4837596    0.6315847   -0.2709753
            0.1586815   -0.2803782    0.5996298
   20 Cu    0.6315847   -0.4837596   -0.2709753
           -0.3278268    0.7575622    0.0445718
           -0.2803782   -0.1586815    0.5996298
   21 Cu    1.0609566    0.0919890   -0.1517387
            0.2168266    0.9581949   -0.1409976
           -0.0056427   -0.0959216    1.1140246
   22 Cu    0.9581949   -0.2168266    0.1409976
           -0.0919890    1.0609566   -0.1517387
            0.0959216   -0.0056427    1.1140246
   23 Cu    0.9581949   -0.2168266   -0.1409976
           -0.0919890    1.0609566    0.1517387
           -0.0959216    0.0056427    1.1140246
   24 Cu    1.0609566    0.0919890    0.1517387
            0.2168266    0.9581949    0.1409976
            0.0056427    0.0959216    1.1140246
   25 Cu    1.0609566    0.0919890   -0.1517387
            0.2168266    0.9581949   -0.1409976
           -0.0056427   -0.0959216    1.1140246
   26 Cu    0.9581949   -0.2168266    0.1409976
           -0.0919890    1.0609566   -0.1517387
            0.0959216   -0.0056427    1.1140246
   27 Cu    0.9581949   -0.2168266   -0.1409976
           -0.0919890    1.0609566    0.1517387
           -0.0959216    0.0056427    1.1140246
   28 Cu    1.0609566    0.0919890    0.1517387
            0.2168266    0.9581949    0.1409976
            0.0056427    0.0959216    1.1140246
   29 Cu    1.0281497    0.2616915   -0.0929286
           -0.0038799    0.3641143    0.0383628
            0.0513473    0.0934236    1.5182091
   30 Cu    0.3641143    0.0038799   -0.0383628
           -0.2616915    1.0281497   -0.0929286
           -0.0934236    0.0513473    1.5182091
   31 Cu    0.3641143    0.0038799    0.0383628
           -0.2616915    1.0281497    0.0929286
            0.0934236   -0.0513473    1.5182091
   32 Cu    1.0281497    0.2616915    0.0929286
           -0.0038799    0.3641143   -0.0383628
           -0.0513473   -0.0934236    1.5182091
   33 Cu    1.0281497    0.2616915   -0.0929286
           -0.0038799    0.3641143    0.0383628
            0.0513473    0.0934236    1.5182091
   34 Cu    0.3641143    0.0038799   -0.0383628
           -0.2616915    1.0281497   -0.0929286
           -0.0934236    0.0513473    1.5182091
   35 Cu    0.3641143    0.0038799    0.0383628
           -0.2616915    1.0281497    0.0929286
            0.0934236   -0.0513473    1.5182091
   36 Cu    1.0281497    0.2616915    0.0929286
           -0.0038799    0.3641143   -0.0383628
           -0.0513473   -0.0934236    1.5182091
   37 Cu    0.9941374    0.2404966   -0.0730624
            0.2118012    0.1155757    0.0380002
           -0.0006117   -0.0407438    1.4122170
   38 Cu    0.1155757   -0.2118012   -0.0380002
           -0.2404966    0.9941374   -0.0730624
            0.0407438   -0.0006117    1.4122170
   39 Cu    0.1155757   -0.2118012    0.0380002
           -0.2404966    0.9941374    0.0730624
           -0.0407438    0.0006117    1.4122170
   40 Cu    0.9941374    0.2404966    0.0730624
            0.2118012    0.1155757   -0.0380002
            0.0006117    0.0407438    1.4122170
   41 Cu    0.9941374    0.2404966   -0.0730624
            0.2118012    0.1155757    0.0380002
           -0.0006117   -0.0407438    1.4122170
   42 Cu    0.1155757   -0.2118012   -0.0380002
           -0.2404966    0.9941374   -0.0730624
            0.0407438   -0.0006117    1.4122170
   43 Cu    0.1155757   -0.2118012    0.0380002
           -0.2404966    0.9941374    0.0730624
           -0.0407438    0.0006117    1.4122170
   44 Cu    0.9941374    0.2404966    0.0730624
            0.2118012    0.1155757   -0.0380002
            0.0006117    0.0407438    1.4122170
   45 Tl    2.8113215    0.0650820    0.0000000
           -0.0650820    2.8113215    0.0000000
           -0.0000000   -0.0000000    2.1662177
   46 Tl    2.8113215    0.0650820    0.0000000
           -0.0650820    2.8113215    0.0000000
           -0.0000000   -0.0000000    2.1662177
   47 Tl    2.8977255    0.0300497    0.0000000
           -0.0300497    2.8977255    0.0000000
           -0.0000000   -0.0000000    2.3549431
   48 Tl    2.8977255    0.0300497    0.0000000
           -0.0300497    2.8977255    0.0000000
           -0.0000000   -0.0000000    2.3549431
----------------------------------------------------------------------------
Displacement-force dataset was read from "phonopy_mlp_eval_fc2_dataset.yaml.xz".
-------------------------------- Symfc start -------------------------------
Symfc version 1.5.4 (https://github.com/symfc/symfc)
Citation: A. Seko and A. Togo, Phys. Rev. B, 110, 214302 (2024)
Computing [2] order force constants.
Permutation basis: 288/288
Permutation basis: 20880/20880
Construct permutation basis matrix.
Finding block diagonal structure in projector.
Using scipy connected_components.
Rank of projector: 2686
Number of blocks in projector: 2686
Finding block diagonal structure in projector.
Using scipy connected_components.
Number of blocks in projector (Sum rule): 4
--- Eigsh_solver_block: 1 / 4 ---
Block_size: 1152
Use submatrix version of eigh solver.
(1) Block: 500 / 1152
  (2) Block: 250 / 500
  (2)   226 eigenvectors found.
  (2) Block: 500 / 500
  (2)   234 eigenvectors found.
  (2) Complementary block size: 40
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   16 eigenvectors found.
(1)   476 eigenvectors found.
(1) Block: 1000 / 1152
  (2) Block: 250 / 500
  (2)   226 eigenvectors found.
  (2) Block: 500 / 500
  (2)   236 eigenvectors found.
  (2) Complementary block size: 38
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   14 eigenvectors found.
(1)   476 eigenvectors found.
(1) Block: 1152 / 1152
(1)   128 eigenvectors found.
(1) Complementary block size: 72
(1) Compute compressed projector.
(1) Use standard solver.
(1)   48 eigenvectors found.
--- Eigsh_solver_block: 2 / 4 ---
Block_size: 632
Use submatrix version of eigh solver.
(1) Block: 500 / 632
  (2) Block: 250 / 500
  (2)   236 eigenvectors found.
  (2) Block: 500 / 500
  (2)   238 eigenvectors found.
  (2) Complementary block size: 26
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   12 eigenvectors found.
(1)   486 eigenvectors found.
(1) Block: 632 / 632
(1)   118 eigenvectors found.
(1) Complementary block size: 28
(1) Compute compressed projector.
(1) Use standard solver.
(1)   14 eigenvectors found.
--- Eigsh_solver_block: 3 / 4 ---
Block_size: 580
Use submatrix version of eigh solver.
(1) Block: 580 / 580
  (2) Block: 250 / 580
  (2)   237 eigenvectors found.
  (2) Block: 500 / 580
  (2)   238 eigenvectors found.
  (2) Block: 580 / 580
  (2)   72 eigenvectors found.
  (2) Complementary block size: 33
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   20 eigenvectors found.
(1)   567 eigenvectors found.
(1) Complementary block size: 13
(1) Compute compressed projector.
(1) Use standard solver.
(1)   0 eigenvectors found.
--- Eigsh_solver_block: 4 / 4 ---
Block_size: 322
Use standard eigh solver.
Tree of FC basis block matrices:
- (2686, 2627), data: False
|-- (322, 314), data: True
|-- (580, 567), data: False
  |-- (580, 567), data: False
    |-- (580, 20), data: (580, 33) @ (33, 20)
    |-- (80, 72), data: True
    |-- (250, 238), data: True
    |-- (250, 237), data: True
|-- (632, 618), data: False
  |-- (632, 14), data: (632, 28) @ (28, 14)
  |-- (132, 118), data: True
  |-- (500, 486), data: False
    |-- (500, 12), data: (500, 26) @ (26, 12)
    |-- (250, 238), data: True
    |-- (250, 236), data: True
|-- (1152, 1128), data: False
  |-- (1152, 48), data: (1152, 72) @ (72, 48)
  |-- (152, 128), data: True
  |-- (500, 476), data: False
    |-- (500, 14), data: (500, 38) @ (38, 14)
    |-- (250, 236), data: True
    |-- (250, 226), data: True
  |-- (500, 476), data: False
    |-- (500, 16), data: (500, 40) @ (40, 16)
    |-- (250, 234), data: True
    |-- (250, 226), data: True
-----
Solver_atoms: 1 -- 96 / 96
Time (Solver_compr_matrix_reshape): 0.002
Solver_block: 100 / 720
 - Time: 0.704
Solver_block: 200 / 720
 - Time: 0.555
Solver_block: 300 / 720
 - Time: 0.557
Solver_block: 400 / 720
 - Time: 0.555
Solver_block: 500 / 720
 - Time: 0.556
Solver_block: 600 / 720
 - Time: 0.551
Solver_block: 700 / 720
 - Time: 0.553
Solver_block: 720 / 720
 - Time: 0.216
Solver: Calculate X.T @ X and X.T @ y
 (disp @ compr @ eigvecs).T @ (disp @ compr @ eigvecs): 4.350
--------------------------------- Symfc end --------------------------------
Max drift of force constants: 0.00000000 (yy) 0.00000000 (yy) 
Permutation basis: 288/288
Permutation basis: 20880/20880
Construct permutation basis matrix.
Finding block diagonal structure in projector.
Using scipy connected_components.
Rank of projector: 2686
Number of blocks in projector: 2686
Finding block diagonal structure in projector.
Using scipy connected_components.
Number of blocks in projector (Sum rule): 4
--- Eigsh_solver_block: 1 / 4 ---
Block_size: 1152
Use submatrix version of eigh solver.
(1) Block: 500 / 1152
  (2) Block: 250 / 500
  (2)   226 eigenvectors found.
  (2) Block: 500 / 500
  (2)   234 eigenvectors found.
  (2) Complementary block size: 40
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   16 eigenvectors found.
(1)   476 eigenvectors found.
(1) Block: 1000 / 1152
  (2) Block: 250 / 500
  (2)   226 eigenvectors found.
  (2) Block: 500 / 500
  (2)   236 eigenvectors found.
  (2) Complementary block size: 38
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   14 eigenvectors found.
(1)   476 eigenvectors found.
(1) Block: 1152 / 1152
(1)   128 eigenvectors found.
(1) Complementary block size: 72
(1) Compute compressed projector.
(1) Use standard solver.
(1)   48 eigenvectors found.
--- Eigsh_solver_block: 2 / 4 ---
Block_size: 632
Use submatrix version of eigh solver.
(1) Block: 500 / 632
  (2) Block: 250 / 500
  (2)   236 eigenvectors found.
  (2) Block: 500 / 500
  (2)   238 eigenvectors found.
  (2) Complementary block size: 26
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   12 eigenvectors found.
(1)   486 eigenvectors found.
(1) Block: 632 / 632
(1)   118 eigenvectors found.
(1) Complementary block size: 28
(1) Compute compressed projector.
(1) Use standard solver.
(1)   14 eigenvectors found.
--- Eigsh_solver_block: 3 / 4 ---
Block_size: 580
Use submatrix version of eigh solver.
(1) Block: 580 / 580
  (2) Block: 250 / 580
  (2)   237 eigenvectors found.
  (2) Block: 500 / 580
  (2)   238 eigenvectors found.
  (2) Block: 580 / 580
  (2)   72 eigenvectors found.
  (2) Complementary block size: 33
  (2) Compute compressed projector.
  (2) Use standard solver.
  (2)   20 eigenvectors found.
(1)   567 eigenvectors found.
(1) Complementary block size: 13
(1) Compute compressed projector.
(1) Use standard solver.
(1)   0 eigenvectors found.
--- Eigsh_solver_block: 4 / 4 ---
Block_size: 322
Use standard eigh solver.
Tree of FC basis block matrices:
- (2686, 2627), data: False
|-- (322, 314), data: True
|-- (580, 567), data: False
  |-- (580, 567), data: False
    |-- (580, 20), data: (580, 33) @ (33, 20)
    |-- (80, 72), data: True
    |-- (250, 238), data: True
    |-- (250, 237), data: True
|-- (632, 618), data: False
  |-- (632, 14), data: (632, 28) @ (28, 14)
  |-- (132, 118), data: True
  |-- (500, 486), data: False
    |-- (500, 12), data: (500, 26) @ (26, 12)
    |-- (250, 238), data: True
    |-- (250, 236), data: True
|-- (1152, 1128), data: False
  |-- (1152, 48), data: (1152, 72) @ (72, 48)
  |-- (152, 128), data: True
  |-- (500, 476), data: False
    |-- (500, 14), data: (500, 38) @ (38, 14)
    |-- (250, 236), data: True
    |-- (250, 226), data: True
  |-- (500, 476), data: False
    |-- (500, 16), data: (500, 40) @ (40, 16)
    |-- (250, 234), data: True
    |-- (250, 226), data: True
Max drift after symmetrization by symfc projector: 0.00000000 (xx) 0.00000000 (xx) 
Force constants are written into "force_constants.hdf5".

----------------------------------------------------------------------------
 One of the following run modes may be specified for phonon calculations.
 - Mesh sampling (MESH, --mesh)
 - Q-points (QPOINTS, --qpoints)
 - Band structure (BAND, --band)
 - Animation (ANIME, --anime)
 - Modulation (MODULATION, --modulation)
 - Characters of Irreps (IRREPS, --irreps)
 - Create displacements (CREATE_DISPLACEMENTS, -d)
----------------------------------------------------------------------------

Summary of calculation was written in "phonopy.yaml".
-------------------------[time 2026-01-08 05:01:49]-------------------------
                 _
   ___ _ __   __| |
  / _ \ '_ \ / _` |
 |  __/ | | | (_| |
  \___|_| |_|\__,_|


----------------------------
------ calculate fc3 -------
----------------------------

        _                      _____
  _ __ | |__   ___  _ __   ___|___ / _ __  _   _
 | '_ \| '_ \ / _ \| '_ \ / _ \ |_ \| '_ \| | | |
 | |_) | | | | (_) | | | | (_) |__) | |_) | |_| |
 | .__/|_| |_|\___/|_| |_|\___/____/| .__/ \__, |
 |_|                                |_|    |___/ 
                                      3.23.0

-------------------------[time 2026-01-08 05:01:50]-------------------------
Compiled with OpenMP support (max 128 threads).
Running in phono3py.load mode.
Python version 3.14.2
Spglib version 2.6.1
----------------------------- General settings -----------------------------
Run mode: force constants
HDF5 data compression filter: gzip
Crystal structure was read from "phono3py_mlp_eval_fc3_disp.yaml.xz".
Supercell (dim): [1 1 2]
Primitive matrix:
  [1. 0. 0.]
  [0. 1. 0.]
  [0. 0. 1.]
Spacegroup: P4/n (85)
------------------------------ primitive cell ------------------------------
Lattice vectors:
  a    9.987519730000001    0.000000000000000    0.000000000000000
  b    0.000000000000000    9.987519730000001    0.000000000000000
  c    0.000000000000000    0.000000000000000    7.401103900000000
Atomic positions (fractional):
    1 S   0.74433362968946  0.44401894037543  0.13057683382389  32.065
    2 S   0.05598105962456  0.24433362968946  0.13057683382389  32.065
    3 S   0.94401894037543  0.75566637031054  0.13057683382389  32.065
    4 S   0.25566637031054  0.55598105962457  0.13057683382389  32.065
    5 S   0.75566637031054  0.05598105962456  0.86942316617611  32.065
    6 S   0.44401894037543  0.25566637031054  0.86942316617611  32.065
    7 S   0.55598105962457  0.74433362968946  0.86942316617611  32.065
    8 S   0.24433362968946  0.94401894037543  0.86942316617611  32.065
    9 S   0.75675407500652  0.06115592292606  0.37036556345318  32.065
   10 S   0.43884407707394  0.25675407500651  0.37036556345318  32.065
   11 S   0.56115592292606  0.74324592499348  0.37036556345318  32.065
   12 S   0.24324592499348  0.93884407707394  0.37036556345318  32.065
   13 S   0.74324592499348  0.43884407707394  0.62963443654681  32.065
   14 S   0.06115592292606  0.24324592499348  0.62963443654681  32.065
   15 S   0.93884407707394  0.75675407500652  0.62963443654681  32.065
   16 S   0.25675407500651  0.56115592292606  0.62963443654681  32.065
   17 Cu  0.75000000000000  0.25000000000000  0.00000000000000  63.546
   18 Cu  0.25000000000000  0.25000000000000  0.00000000000000  63.546
   19 Cu  0.75000000000000  0.75000000000000  0.00000000000000  63.546
   20 Cu  0.25000000000000  0.75000000000000  0.00000000000000  63.546
   21 Cu  0.22340910903977  0.19763990402993  0.34697208128924  63.546
   22 Cu  0.30236009597007  0.72340910903977  0.34697208128924  63.546
   23 Cu  0.69763990402993  0.27659089096023  0.34697208128924  63.546
   24 Cu  0.77659089096023  0.80236009597007  0.34697208128924  63.546
   25 Cu  0.27659089096023  0.30236009597007  0.65302791871076  63.546
   26 Cu  0.19763990402993  0.77659089096023  0.65302791871076  63.546
   27 Cu  0.80236009597007  0.22340910903977  0.65302791871076  63.546
   28 Cu  0.72340910903977  0.69763990402993  0.65302791871076  63.546
   29 Cu  0.47606202790513  0.63113228846726  0.12100783921914  63.546
   30 Cu  0.86886771153274  0.97606202790513  0.12100783921914  63.546
   31 Cu  0.13113228846726  0.02393797209487  0.12100783921914  63.546
   32 Cu  0.52393797209487  0.36886771153274  0.12100783921914  63.546
   33 Cu  0.02393797209487  0.86886771153274  0.87899216078085  63.546
   34 Cu  0.63113228846726  0.52393797209487  0.87899216078085  63.546
   35 Cu  0.36886771153274  0.47606202790513  0.87899216078085  63.546
   36 Cu  0.97606202790513  0.13113228846726  0.87899216078085  63.546
   37 Cu  0.03157091204100  0.86300169485270  0.38320718255408  63.546
   38 Cu  0.63699830514730  0.53157091204100  0.38320718255408  63.546
   39 Cu  0.36300169485270  0.46842908795900  0.38320718255408  63.546
   40 Cu  0.96842908795900  0.13699830514730  0.38320718255408  63.546
   41 Cu  0.46842908795900  0.63699830514730  0.61679281744592  63.546
   42 Cu  0.86300169485270  0.96842908795900  0.61679281744592  63.546
   43 Cu  0.13699830514730  0.03157091204100  0.61679281744592  63.546
   44 Cu  0.53157091204100  0.36300169485270  0.61679281744592  63.546
   45 Tl  0.00000000000000  0.50000000000000  0.37916344826400 204.383
   46 Tl  0.50000000000000  0.00000000000000  0.62083655173601 204.383
   47 Tl  0.00000000000000  0.50000000000000  0.87966369040743 204.383
   48 Tl  0.50000000000000  0.00000000000000  0.12033630959257 204.383
-------------------------------- supercell ---------------------------------
Lattice vectors:
  a    9.987519730000001    0.000000000000000    0.000000000000000
  b    0.000000000000000    9.987519730000001    0.000000000000000
  c    0.000000000000000    0.000000000000000   14.802207800000000
Atomic positions (fractional):
    1 S   0.74433362968946  0.44401894037543  0.06528841691195  32.065 > 1
    2 S   0.74433362968946  0.44401894037543  0.56528841691195  32.065 > 1
    3 S   0.05598105962456  0.24433362968946  0.06528841691195  32.065 > 3
    4 S   0.05598105962456  0.24433362968946  0.56528841691195  32.065 > 3
    5 S   0.94401894037543  0.75566637031054  0.06528841691195  32.065 > 5
    6 S   0.94401894037543  0.75566637031054  0.56528841691195  32.065 > 5
    7 S   0.25566637031054  0.55598105962457  0.06528841691195  32.065 > 7
    8 S   0.25566637031054  0.55598105962457  0.56528841691195  32.065 > 7
    9 S   0.75566637031054  0.05598105962456  0.43471158308805  32.065 > 9
   10 S   0.75566637031054  0.05598105962456  0.93471158308805  32.065 > 9
   11 S   0.44401894037543  0.25566637031054  0.43471158308805  32.065 > 11
   12 S   0.44401894037543  0.25566637031054  0.93471158308805  32.065 > 11
   13 S   0.55598105962457  0.74433362968946  0.43471158308805  32.065 > 13
   14 S   0.55598105962457  0.74433362968946  0.93471158308805  32.065 > 13
   15 S   0.24433362968946  0.94401894037543  0.43471158308805  32.065 > 15
   16 S   0.24433362968946  0.94401894037543  0.93471158308805  32.065 > 15
   17 S   0.75675407500652  0.06115592292606  0.18518278172659  32.065 > 17
   18 S   0.75675407500652  0.06115592292606  0.68518278172659  32.065 > 17
   19 S   0.43884407707394  0.25675407500651  0.18518278172659  32.065 > 19
   20 S   0.43884407707394  0.25675407500651  0.68518278172659  32.065 > 19
   21 S   0.56115592292606  0.74324592499348  0.18518278172659  32.065 > 21
   22 S   0.56115592292606  0.74324592499348  0.68518278172659  32.065 > 21
   23 S   0.24324592499348  0.93884407707394  0.18518278172659  32.065 > 23
   24 S   0.24324592499348  0.93884407707394  0.68518278172659  32.065 > 23
   25 S   0.74324592499348  0.43884407707394  0.31481721827341  32.065 > 25
   26 S   0.74324592499348  0.43884407707394  0.81481721827341  32.065 > 25
   27 S   0.06115592292606  0.24324592499348  0.31481721827341  32.065 > 27
   28 S   0.06115592292606  0.24324592499348  0.81481721827341  32.065 > 27
   29 S   0.93884407707394  0.75675407500652  0.31481721827341  32.065 > 29
   30 S   0.93884407707394  0.75675407500652  0.81481721827341  32.065 > 29
   31 S   0.25675407500651  0.56115592292606  0.31481721827341  32.065 > 31
   32 S   0.25675407500651  0.56115592292606  0.81481721827341  32.065 > 31
   33 Cu  0.75000000000000  0.25000000000000  0.00000000000000  63.546 > 33
   34 Cu  0.75000000000000  0.25000000000000  0.50000000000000  63.546 > 33
   35 Cu  0.25000000000000  0.25000000000000  0.00000000000000  63.546 > 35
   36 Cu  0.25000000000000  0.25000000000000  0.50000000000000  63.546 > 35
   37 Cu  0.75000000000000  0.75000000000000  0.00000000000000  63.546 > 37
   38 Cu  0.75000000000000  0.75000000000000  0.50000000000000  63.546 > 37
   39 Cu  0.25000000000000  0.75000000000000  0.00000000000000  63.546 > 39
   40 Cu  0.25000000000000  0.75000000000000  0.50000000000000  63.546 > 39
   41 Cu  0.22340910903977  0.19763990402993  0.17348604064462  63.546 > 41
   42 Cu  0.22340910903977  0.19763990402993  0.67348604064462  63.546 > 41
   43 Cu  0.30236009597007  0.72340910903977  0.17348604064462  63.546 > 43
   44 Cu  0.30236009597007  0.72340910903977  0.67348604064462  63.546 > 43
   45 Cu  0.69763990402993  0.27659089096023  0.17348604064462  63.546 > 45
   46 Cu  0.69763990402993  0.27659089096023  0.67348604064462  63.546 > 45
   47 Cu  0.77659089096023  0.80236009597007  0.17348604064462  63.546 > 47
   48 Cu  0.77659089096023  0.80236009597007  0.67348604064462  63.546 > 47
   49 Cu  0.27659089096023  0.30236009597007  0.32651395935538  63.546 > 49
   50 Cu  0.27659089096023  0.30236009597007  0.82651395935538  63.546 > 49
   51 Cu  0.19763990402993  0.77659089096023  0.32651395935538  63.546 > 51
   52 Cu  0.19763990402993  0.77659089096023  0.82651395935538  63.546 > 51
   53 Cu  0.80236009597007  0.22340910903977  0.32651395935538  63.546 > 53
   54 Cu  0.80236009597007  0.22340910903977  0.82651395935538  63.546 > 53
   55 Cu  0.72340910903977  0.69763990402993  0.32651395935538  63.546 > 55
   56 Cu  0.72340910903977  0.69763990402993  0.82651395935538  63.546 > 55
   57 Cu  0.47606202790513  0.63113228846726  0.06050391960957  63.546 > 57
   58 Cu  0.47606202790513  0.63113228846726  0.56050391960957  63.546 > 57
   59 Cu  0.86886771153274  0.97606202790513  0.06050391960957  63.546 > 59
   60 Cu  0.86886771153274  0.97606202790513  0.56050391960957  63.546 > 59
   61 Cu  0.13113228846726  0.02393797209487  0.06050391960957  63.546 > 61
   62 Cu  0.13113228846726  0.02393797209487  0.56050391960957  63.546 > 61
   63 Cu  0.52393797209487  0.36886771153274  0.06050391960957  63.546 > 63
   64 Cu  0.52393797209487  0.36886771153274  0.56050391960957  63.546 > 63
   65 Cu  0.02393797209487  0.86886771153274  0.43949608039043  63.546 > 65
   66 Cu  0.02393797209487  0.86886771153274  0.93949608039043  63.546 > 65
   67 Cu  0.63113228846726  0.52393797209487  0.43949608039043  63.546 > 67
   68 Cu  0.63113228846726  0.52393797209487  0.93949608039043  63.546 > 67
   69 Cu  0.36886771153274  0.47606202790513  0.43949608039043  63.546 > 69
   70 Cu  0.36886771153274  0.47606202790513  0.93949608039043  63.546 > 69
   71 Cu  0.97606202790513  0.13113228846726  0.43949608039043  63.546 > 71
   72 Cu  0.97606202790513  0.13113228846726  0.93949608039043  63.546 > 71
   73 Cu  0.03157091204100  0.86300169485270  0.19160359127704  63.546 > 73
   74 Cu  0.03157091204100  0.86300169485270  0.69160359127704  63.546 > 73
   75 Cu  0.63699830514730  0.53157091204100  0.19160359127704  63.546 > 75
   76 Cu  0.63699830514730  0.53157091204100  0.69160359127704  63.546 > 75
   77 Cu  0.36300169485270  0.46842908795900  0.19160359127704  63.546 > 77
   78 Cu  0.36300169485270  0.46842908795900  0.69160359127704  63.546 > 77
   79 Cu  0.96842908795900  0.13699830514730  0.19160359127704  63.546 > 79
   80 Cu  0.96842908795900  0.13699830514730  0.69160359127704  63.546 > 79
   81 Cu  0.46842908795900  0.63699830514730  0.30839640872296  63.546 > 81
   82 Cu  0.46842908795900  0.63699830514730  0.80839640872296  63.546 > 81
   83 Cu  0.86300169485270  0.96842908795900  0.30839640872296  63.546 > 83
   84 Cu  0.86300169485270  0.96842908795900  0.80839640872296  63.546 > 83
   85 Cu  0.13699830514730  0.03157091204100  0.30839640872296  63.546 > 85
   86 Cu  0.13699830514730  0.03157091204100  0.80839640872296  63.546 > 85
   87 Cu  0.53157091204100  0.36300169485270  0.30839640872296  63.546 > 87
   88 Cu  0.53157091204100  0.36300169485270  0.80839640872296  63.546 > 87
   89 Tl  0.00000000000000  0.50000000000000  0.18958172413200 204.383 > 89
   90 Tl  0.00000000000000  0.50000000000000  0.68958172413200 204.383 > 89
   91 Tl  0.50000000000000  0.00000000000000  0.31041827586800 204.383 > 91
   92 Tl  0.50000000000000  0.00000000000000  0.81041827586800 204.383 > 91
   93 Tl  0.00000000000000  0.50000000000000  0.43983184520372 204.383 > 93
   94 Tl  0.00000000000000  0.50000000000000  0.93983184520372 204.383 > 93
   95 Tl  0.50000000000000  0.00000000000000  0.06016815479628 204.383 > 95
   96 Tl  0.50000000000000  0.00000000000000  0.56016815479628 204.383 > 95
----------------------------------------------------------------------------
NAC parameters were read from "phono3py_mlp_eval_fc3_disp.yaml.xz".
--------------------------- Dielectric constant ----------------------------
           14.8908062   -0.0000117    0.0000000
            0.0000117   14.8908062    0.0000000
            0.0000000    0.0000000   19.8823539
-------------------------- Born effective charges --------------------------
    1 S    -2.2832047   -0.0224360    0.0159901
            0.1071473   -1.4405566    0.1728891
            0.1432059    0.2644082   -2.5199523
    2 S    -1.4405566   -0.1071473   -0.1728891
            0.0224360   -2.2832047    0.0159901
           -0.2644082    0.1432059   -2.5199523
    3 S    -1.4405566   -0.1071473    0.1728891
            0.0224360   -2.2832047   -0.0159901
            0.2644082   -0.1432059   -2.5199523
    4 S    -2.2832047   -0.0224360   -0.0159901
            0.1071473   -1.4405566   -0.1728891
           -0.1432059   -0.2644082   -2.5199523
    5 S    -2.2832047   -0.0224360    0.0159901
            0.1071473   -1.4405566    0.1728891
            0.1432059    0.2644082   -2.5199523
    6 S    -1.4405566   -0.1071473   -0.1728891
            0.0224360   -2.2832047    0.0159901
           -0.2644082    0.1432059   -2.5199523
    7 S    -1.4405566   -0.1071473    0.1728891
            0.0224360   -2.2832047   -0.0159901
            0.2644082   -0.1432059   -2.5199523
    8 S    -2.2832047   -0.0224360   -0.0159901
            0.1071473   -1.4405566   -0.1728891
           -0.1432059   -0.2644082   -2.5199523
    9 S    -2.2954954    0.1056504   -0.0744219
            0.1150959   -2.0509689   -0.2246543
           -0.0846473   -0.3260246   -2.9546035
   10 S    -2.0509689   -0.1150959    0.2246543
           -0.1056504   -2.2954954   -0.0744219
            0.3260246   -0.0846473   -2.9546035
   11 S    -2.0509689   -0.1150959   -0.2246543
           -0.1056504   -2.2954954    0.0744219
           -0.3260246    0.0846473   -2.9546035
   12 S    -2.2954954    0.1056504    0.0744219
            0.1150959   -2.0509689    0.2246543
            0.0846473    0.3260246   -2.9546035
   13 S    -2.2954954    0.1056504   -0.0744219
            0.1150959   -2.0509689   -0.2246543
           -0.0846473   -0.3260246   -2.9546035
   14 S    -2.0509689   -0.1150959    0.2246543
           -0.1056504   -2.2954954   -0.0744219
            0.3260246   -0.0846473   -2.9546035
   15 S    -2.0509689   -0.1150959   -0.2246543
           -0.1056504   -2.2954954    0.0744219
           -0.3260246    0.0846473   -2.9546035
   16 S    -2.2954954    0.1056504    0.0744219
            0.1150959   -2.0509689    0.2246543
            0.0846473    0.3260246   -2.9546035
   17 Cu    0.6315847   -0.4837596    0.2709753
           -0.3278268    0.7575622   -0.0445718
            0.2803782    0.1586815    0.5996298
   18 Cu    0.7575622    0.3278268    0.0445718
            0.4837596    0.6315847    0.2709753
           -0.1586815    0.2803782    0.5996298
   19 Cu    0.7575622    0.3278268   -0.0445718
            0.4837596    0.6315847   -0.2709753
            0.1586815   -0.2803782    0.5996298
   20 Cu    0.6315847   -0.4837596   -0.2709753
           -0.3278268    0.7575622    0.0445718
           -0.2803782   -0.1586815    0.5996298
   21 Cu    1.0609566    0.0919890   -0.1517387
            0.2168266    0.9581949   -0.1409976
           -0.0056427   -0.0959216    1.1140246
   22 Cu    0.9581949   -0.2168266    0.1409976
           -0.0919890    1.0609566   -0.1517387
            0.0959216   -0.0056427    1.1140246
   23 Cu    0.9581949   -0.2168266   -0.1409976
           -0.0919890    1.0609566    0.1517387
           -0.0959216    0.0056427    1.1140246
   24 Cu    1.0609566    0.0919890    0.1517387
            0.2168266    0.9581949    0.1409976
            0.0056427    0.0959216    1.1140246
   25 Cu    1.0609566    0.0919890   -0.1517387
            0.2168266    0.9581949   -0.1409976
           -0.0056427   -0.0959216    1.1140246
   26 Cu    0.9581949   -0.2168266    0.1409976
           -0.0919890    1.0609566   -0.1517387
            0.0959216   -0.0056427    1.1140246
   27 Cu    0.9581949   -0.2168266   -0.1409976
           -0.0919890    1.0609566    0.1517387
           -0.0959216    0.0056427    1.1140246
   28 Cu    1.0609566    0.0919890    0.1517387
            0.2168266    0.9581949    0.1409976
            0.0056427    0.0959216    1.1140246
   29 Cu    1.0281497    0.2616915   -0.0929286
           -0.0038799    0.3641143    0.0383628
            0.0513473    0.0934236    1.5182091
   30 Cu    0.3641143    0.0038799   -0.0383628
           -0.2616915    1.0281497   -0.0929286
           -0.0934236    0.0513473    1.5182091
   31 Cu    0.3641143    0.0038799    0.0383628
           -0.2616915    1.0281497    0.0929286
            0.0934236   -0.0513473    1.5182091
   32 Cu    1.0281497    0.2616915    0.0929286
           -0.0038799    0.3641143   -0.0383628
           -0.0513473   -0.0934236    1.5182091
   33 Cu    1.0281497    0.2616915   -0.0929286
           -0.0038799    0.3641143    0.0383628
            0.0513473    0.0934236    1.5182091
   34 Cu    0.3641143    0.0038799   -0.0383628
           -0.2616915    1.0281497   -0.0929286
           -0.0934236    0.0513473    1.5182091
   35 Cu    0.3641143    0.0038799    0.0383628
           -0.2616915    1.0281497    0.0929286
            0.0934236   -0.0513473    1.5182091
   36 Cu    1.0281497    0.2616915    0.0929286
           -0.0038799    0.3641143   -0.0383628
           -0.0513473   -0.0934236    1.5182091
   37 Cu    0.9941374    0.2404966   -0.0730624
            0.2118012    0.1155757    0.0380002
           -0.0006117   -0.0407438    1.4122170
   38 Cu    0.1155757   -0.2118012   -0.0380002
           -0.2404966    0.9941374   -0.0730624
            0.0407438   -0.0006117    1.4122170
   39 Cu    0.1155757   -0.2118012    0.0380002
           -0.2404966    0.9941374    0.0730624
           -0.0407438    0.0006117    1.4122170
   40 Cu    0.9941374    0.2404966    0.0730624
            0.2118012    0.1155757   -0.0380002
            0.0006117    0.0407438    1.4122170
   41 Cu    0.9941374    0.2404966   -0.0730624
            0.2118012    0.1155757    0.0380002
           -0.0006117   -0.0407438    1.4122170
   42 Cu    0.1155757   -0.2118012   -0.0380002
           -0.2404966    0.9941374   -0.0730624
            0.0407438   -0.0006117    1.4122170
   43 Cu    0.1155757   -0.2118012    0.0380002
           -0.2404966    0.9941374    0.0730624
           -0.0407438    0.0006117    1.4122170
   44 Cu    0.9941374    0.2404966    0.0730624
            0.2118012    0.1155757   -0.0380002
            0.0006117    0.0407438    1.4122170
   45 Tl    2.8113215    0.0650820    0.0000000
           -0.0650820    2.8113215    0.0000000
           -0.0000000   -0.0000000    2.1662177
   46 Tl    2.8113215    0.0650820    0.0000000
           -0.0650820    2.8113215    0.0000000
           -0.0000000   -0.0000000    2.1662177
   47 Tl    2.8977255    0.0300497    0.0000000
           -0.0300497    2.8977255    0.0000000
           -0.0000000   -0.0000000    2.3549431
   48 Tl    2.8977255    0.0300497    0.0000000
           -0.0300497    2.8977255    0.0000000
           -0.0000000   -0.0000000    2.3549431
----------------------------------------------------------------------------
Sets of supercell forces were read from "FORCES_FC3.xz".
Displacement dataset for fc3 was read from "phono3py_mlp_eval_fc3_disp.yaml.xz".
----------------------------- Force constants ------------------------------
Computing fc3[ 1, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [ 0.0000  0.0100  0.0000]
    [ 0.0000 -0.0100  0.0000]
    [ 0.0000  0.0000  0.0100]
    [ 0.0000  0.0000 -0.0100]
Computing fc3[ 17, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [ 0.0000  0.0100  0.0000]
    [ 0.0000 -0.0100  0.0000]
    [ 0.0000  0.0000  0.0100]
    [ 0.0000  0.0000 -0.0100]
Computing fc3[ 33, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [ 0.0000  0.0100  0.0000]
    [ 0.0000 -0.0100  0.0000]
    [ 0.0000  0.0000  0.0100]
    [ 0.0000  0.0000 -0.0100]
Computing fc3[ 41, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [ 0.0000  0.0100  0.0000]
    [ 0.0000 -0.0100  0.0000]
    [ 0.0000  0.0000  0.0100]
    [ 0.0000  0.0000 -0.0100]
Computing fc3[ 57, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [ 0.0000  0.0100  0.0000]
    [ 0.0000 -0.0100  0.0000]
    [ 0.0000  0.0000  0.0100]
    [ 0.0000  0.0000 -0.0100]
Computing fc3[ 73, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [ 0.0000  0.0100  0.0000]
    [ 0.0000 -0.0100  0.0000]
    [ 0.0000  0.0000  0.0100]
    [ 0.0000  0.0000 -0.0100]
Computing fc3[ 89, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [ 0.0000  0.0000  0.0100]
    [ 0.0000  0.0000 -0.0100]
Computing fc3[ 93, x, x ] using numpy.linalg.pinv.
Displacements (in Angstrom):
    [ 0.0100  0.0000  0.0000]
    [-0.0100  0.0000  0.0000]
    [ 0.0000  0.0000  0.0100]
    [ 0.0000  0.0000 -0.0100]
Expanding fc3.
Symmetrizing fc3 by traditional approach (N=3).
Symmetrizing fc2 by traditional approach (N=3).
Max drift of fc3: -0.00000000 (zyy) -0.00000000 (zyy) -0.00000000 (zyy)
fc3 was written into "fc3.hdf5".
Max drift of fc2: -0.00000000 (yx) -0.00000000 (yx) 
fc2 was written into "fc2.hdf5".
--------------------------- Calculation settings ---------------------------
Non-analytical term correction (NAC): True
NAC unit conversion factor:  14.39965
BZ integration: Tetrahedron-method
Temperatures: 0.0  300.0 
Cutoff frequency: 0.01
Frequency conversion factor to THz:  15.63330
----------- None of ph-ph interaction calculation was performed. -----------
Summary of calculation was written in "phono3py.yaml".
-------------------------[time 2026-01-08 05:02:17]-------------------------
                 _
   ___ _ __   __| |
  / _ \ '_ \ / _` |
 |  __/ | | | (_| |
  \___|_| |_|\__,_|


----------------------------
------ calculate LTC -------
----------------------------

        _                      _____
  _ __ | |__   ___  _ __   ___|___ / _ __  _   _
 | '_ \| '_ \ / _ \| '_ \ / _ \ |_ \| '_ \| | | |
 | |_) | | | | (_) | | | | (_) |__) | |_) | |_| |
 | .__/|_| |_|\___/|_| |_|\___/____/| .__/ \__, |
 |_|                                |_|    |___/ 
                                      3.23.0

-------------------------[time 2026-01-08 05:02:18]-------------------------
Compiled with OpenMP support (max 128 threads).
Running in phono3py.load mode.
Python version 3.14.2
Spglib version 2.6.1
----------------------------- General settings -----------------------------
Run mode: conductivity-RTA
HDF5 data compression filter: gzip
Crystal structure was read from "phono3py.yaml".
Supercell (dim): [1 1 2]
Primitive matrix:
  [1. 0. 0.]
  [0. 1. 0.]
  [0. 0. 1.]
Spacegroup: P4/n (85)
------------------------------ primitive cell ------------------------------
Lattice vectors:
  a    9.987519730000001    0.000000000000000    0.000000000000000
  b    0.000000000000000    9.987519730000001    0.000000000000000
  c    0.000000000000000    0.000000000000000    7.401103900000000
Atomic positions (fractional):
    1 S   0.74433362968946  0.44401894037543  0.13057683382389  32.065
    2 S   0.05598105962456  0.24433362968946  0.13057683382389  32.065
    3 S   0.94401894037543  0.75566637031054  0.13057683382389  32.065
    4 S   0.25566637031054  0.55598105962457  0.13057683382389  32.065
    5 S   0.75566637031054  0.05598105962456  0.86942316617611  32.065
    6 S   0.44401894037543  0.25566637031054  0.86942316617611  32.065
    7 S   0.55598105962457  0.74433362968946  0.86942316617611  32.065
    8 S   0.24433362968946  0.94401894037543  0.86942316617611  32.065
    9 S   0.75675407500652  0.06115592292606  0.37036556345318  32.065
   10 S   0.43884407707394  0.25675407500651  0.37036556345318  32.065
   11 S   0.56115592292606  0.74324592499348  0.37036556345318  32.065
   12 S   0.24324592499348  0.93884407707394  0.37036556345318  32.065
   13 S   0.74324592499348  0.43884407707394  0.62963443654681  32.065
   14 S   0.06115592292606  0.24324592499348  0.62963443654681  32.065
   15 S   0.93884407707394  0.75675407500652  0.62963443654681  32.065
   16 S   0.25675407500651  0.56115592292606  0.62963443654681  32.065
   17 Cu  0.75000000000000  0.25000000000000  0.00000000000000  63.546
   18 Cu  0.25000000000000  0.25000000000000  0.00000000000000  63.546
   19 Cu  0.75000000000000  0.75000000000000  0.00000000000000  63.546
   20 Cu  0.25000000000000  0.75000000000000  0.00000000000000  63.546
   21 Cu  0.22340910903977  0.19763990402993  0.34697208128924  63.546
   22 Cu  0.30236009597007  0.72340910903977  0.34697208128924  63.546
   23 Cu  0.69763990402993  0.27659089096023  0.34697208128924  63.546
   24 Cu  0.77659089096023  0.80236009597007  0.34697208128924  63.546
   25 Cu  0.27659089096023  0.30236009597007  0.65302791871076  63.546
   26 Cu  0.19763990402993  0.77659089096023  0.65302791871076  63.546
   27 Cu  0.80236009597007  0.22340910903977  0.65302791871076  63.546
   28 Cu  0.72340910903977  0.69763990402993  0.65302791871076  63.546
   29 Cu  0.47606202790513  0.63113228846726  0.12100783921914  63.546
   30 Cu  0.86886771153274  0.97606202790513  0.12100783921914  63.546
   31 Cu  0.13113228846726  0.02393797209487  0.12100783921914  63.546
   32 Cu  0.52393797209487  0.36886771153274  0.12100783921914  63.546
   33 Cu  0.02393797209487  0.86886771153274  0.87899216078085  63.546
   34 Cu  0.63113228846726  0.52393797209487  0.87899216078085  63.546
   35 Cu  0.36886771153274  0.47606202790513  0.87899216078085  63.546
   36 Cu  0.97606202790513  0.13113228846726  0.87899216078085  63.546
   37 Cu  0.03157091204100  0.86300169485270  0.38320718255408  63.546
   38 Cu  0.63699830514730  0.53157091204100  0.38320718255408  63.546
   39 Cu  0.36300169485270  0.46842908795900  0.38320718255408  63.546
   40 Cu  0.96842908795900  0.13699830514730  0.38320718255408  63.546
   41 Cu  0.46842908795900  0.63699830514730  0.61679281744592  63.546
   42 Cu  0.86300169485270  0.96842908795900  0.61679281744592  63.546
   43 Cu  0.13699830514730  0.03157091204100  0.61679281744592  63.546
   44 Cu  0.53157091204100  0.36300169485270  0.61679281744592  63.546
   45 Tl  0.00000000000000  0.50000000000000  0.37916344826400 204.383
   46 Tl  0.50000000000000  0.00000000000000  0.62083655173601 204.383
   47 Tl  0.00000000000000  0.50000000000000  0.87966369040743 204.383
   48 Tl  0.50000000000000  0.00000000000000  0.12033630959257 204.383
-------------------------------- supercell ---------------------------------
Lattice vectors:
  a    9.987519730000001    0.000000000000000    0.000000000000000
  b    0.000000000000000    9.987519730000001    0.000000000000000
  c    0.000000000000000    0.000000000000000   14.802207800000000
Atomic positions (fractional):
    1 S   0.74433362968946  0.44401894037543  0.06528841691195  32.065 > 1
    2 S   0.74433362968946  0.44401894037543  0.56528841691195  32.065 > 1
    3 S   0.05598105962456  0.24433362968946  0.06528841691195  32.065 > 3
    4 S   0.05598105962456  0.24433362968946  0.56528841691195  32.065 > 3
    5 S   0.94401894037543  0.75566637031054  0.06528841691195  32.065 > 5
    6 S   0.94401894037543  0.75566637031054  0.56528841691195  32.065 > 5
    7 S   0.25566637031054  0.55598105962457  0.06528841691195  32.065 > 7
    8 S   0.25566637031054  0.55598105962457  0.56528841691195  32.065 > 7
    9 S   0.75566637031054  0.05598105962456  0.43471158308805  32.065 > 9
   10 S   0.75566637031054  0.05598105962456  0.93471158308805  32.065 > 9
   11 S   0.44401894037543  0.25566637031054  0.43471158308805  32.065 > 11
   12 S   0.44401894037543  0.25566637031054  0.93471158308805  32.065 > 11
   13 S   0.55598105962457  0.74433362968946  0.43471158308805  32.065 > 13
   14 S   0.55598105962457  0.74433362968946  0.93471158308805  32.065 > 13
   15 S   0.24433362968946  0.94401894037543  0.43471158308805  32.065 > 15
   16 S   0.24433362968946  0.94401894037543  0.93471158308805  32.065 > 15
   17 S   0.75675407500652  0.06115592292606  0.18518278172659  32.065 > 17
   18 S   0.75675407500652  0.06115592292606  0.68518278172659  32.065 > 17
   19 S   0.43884407707394  0.25675407500651  0.18518278172659  32.065 > 19
   20 S   0.43884407707394  0.25675407500651  0.68518278172659  32.065 > 19
   21 S   0.56115592292606  0.74324592499348  0.18518278172659  32.065 > 21
   22 S   0.56115592292606  0.74324592499348  0.68518278172659  32.065 > 21
   23 S   0.24324592499348  0.93884407707394  0.18518278172659  32.065 > 23
   24 S   0.24324592499348  0.93884407707394  0.68518278172659  32.065 > 23
   25 S   0.74324592499348  0.43884407707394  0.31481721827341  32.065 > 25
   26 S   0.74324592499348  0.43884407707394  0.81481721827341  32.065 > 25
   27 S   0.06115592292606  0.24324592499348  0.31481721827341  32.065 > 27
   28 S   0.06115592292606  0.24324592499348  0.81481721827341  32.065 > 27
   29 S   0.93884407707394  0.75675407500652  0.31481721827341  32.065 > 29
   30 S   0.93884407707394  0.75675407500652  0.81481721827341  32.065 > 29
   31 S   0.25675407500651  0.56115592292606  0.31481721827341  32.065 > 31
   32 S   0.25675407500651  0.56115592292606  0.81481721827341  32.065 > 31
   33 Cu  0.75000000000000  0.25000000000000  0.00000000000000  63.546 > 33
   34 Cu  0.75000000000000  0.25000000000000  0.50000000000000  63.546 > 33
   35 Cu  0.25000000000000  0.25000000000000  0.00000000000000  63.546 > 35
   36 Cu  0.25000000000000  0.25000000000000  0.50000000000000  63.546 > 35
   37 Cu  0.75000000000000  0.75000000000000  0.00000000000000  63.546 > 37
   38 Cu  0.75000000000000  0.75000000000000  0.50000000000000  63.546 > 37
   39 Cu  0.25000000000000  0.75000000000000  0.00000000000000  63.546 > 39
   40 Cu  0.25000000000000  0.75000000000000  0.50000000000000  63.546 > 39
   41 Cu  0.22340910903977  0.19763990402993  0.17348604064462  63.546 > 41
   42 Cu  0.22340910903977  0.19763990402993  0.67348604064462  63.546 > 41
   43 Cu  0.30236009597007  0.72340910903977  0.17348604064462  63.546 > 43
   44 Cu  0.30236009597007  0.72340910903977  0.67348604064462  63.546 > 43
   45 Cu  0.69763990402993  0.27659089096023  0.17348604064462  63.546 > 45
   46 Cu  0.69763990402993  0.27659089096023  0.67348604064462  63.546 > 45
   47 Cu  0.77659089096023  0.80236009597007  0.17348604064462  63.546 > 47
   48 Cu  0.77659089096023  0.80236009597007  0.67348604064462  63.546 > 47
   49 Cu  0.27659089096023  0.30236009597007  0.32651395935538  63.546 > 49
   50 Cu  0.27659089096023  0.30236009597007  0.82651395935538  63.546 > 49
   51 Cu  0.19763990402993  0.77659089096023  0.32651395935538  63.546 > 51
   52 Cu  0.19763990402993  0.77659089096023  0.82651395935538  63.546 > 51
   53 Cu  0.80236009597007  0.22340910903977  0.32651395935538  63.546 > 53
   54 Cu  0.80236009597007  0.22340910903977  0.82651395935538  63.546 > 53
   55 Cu  0.72340910903977  0.69763990402993  0.32651395935538  63.546 > 55
   56 Cu  0.72340910903977  0.69763990402993  0.82651395935538  63.546 > 55
   57 Cu  0.47606202790513  0.63113228846726  0.06050391960957  63.546 > 57
   58 Cu  0.47606202790513  0.63113228846726  0.56050391960957  63.546 > 57
   59 Cu  0.86886771153274  0.97606202790513  0.06050391960957  63.546 > 59
   60 Cu  0.86886771153274  0.97606202790513  0.56050391960957  63.546 > 59
   61 Cu  0.13113228846726  0.02393797209487  0.06050391960957  63.546 > 61
   62 Cu  0.13113228846726  0.02393797209487  0.56050391960957  63.546 > 61
   63 Cu  0.52393797209487  0.36886771153274  0.06050391960957  63.546 > 63
   64 Cu  0.52393797209487  0.36886771153274  0.56050391960957  63.546 > 63
   65 Cu  0.02393797209487  0.86886771153274  0.43949608039043  63.546 > 65
   66 Cu  0.02393797209487  0.86886771153274  0.93949608039043  63.546 > 65
   67 Cu  0.63113228846726  0.52393797209487  0.43949608039043  63.546 > 67
   68 Cu  0.63113228846726  0.52393797209487  0.93949608039043  63.546 > 67
   69 Cu  0.36886771153274  0.47606202790513  0.43949608039043  63.546 > 69
   70 Cu  0.36886771153274  0.47606202790513  0.93949608039043  63.546 > 69
   71 Cu  0.97606202790513  0.13113228846726  0.43949608039043  63.546 > 71
   72 Cu  0.97606202790513  0.13113228846726  0.93949608039043  63.546 > 71
   73 Cu  0.03157091204100  0.86300169485270  0.19160359127704  63.546 > 73
   74 Cu  0.03157091204100  0.86300169485270  0.69160359127704  63.546 > 73
   75 Cu  0.63699830514730  0.53157091204100  0.19160359127704  63.546 > 75
   76 Cu  0.63699830514730  0.53157091204100  0.69160359127704  63.546 > 75
   77 Cu  0.36300169485270  0.46842908795900  0.19160359127704  63.546 > 77
   78 Cu  0.36300169485270  0.46842908795900  0.69160359127704  63.546 > 77
   79 Cu  0.96842908795900  0.13699830514730  0.19160359127704  63.546 > 79
   80 Cu  0.96842908795900  0.13699830514730  0.69160359127704  63.546 > 79
   81 Cu  0.46842908795900  0.63699830514730  0.30839640872296  63.546 > 81
   82 Cu  0.46842908795900  0.63699830514730  0.80839640872296  63.546 > 81
   83 Cu  0.86300169485270  0.96842908795900  0.30839640872296  63.546 > 83
   84 Cu  0.86300169485270  0.96842908795900  0.80839640872296  63.546 > 83
   85 Cu  0.13699830514730  0.03157091204100  0.30839640872296  63.546 > 85
   86 Cu  0.13699830514730  0.03157091204100  0.80839640872296  63.546 > 85
   87 Cu  0.53157091204100  0.36300169485270  0.30839640872296  63.546 > 87
   88 Cu  0.53157091204100  0.36300169485270  0.80839640872296  63.546 > 87
   89 Tl  0.00000000000000  0.50000000000000  0.18958172413200 204.383 > 89
   90 Tl  0.00000000000000  0.50000000000000  0.68958172413200 204.383 > 89
   91 Tl  0.50000000000000  0.00000000000000  0.31041827586800 204.383 > 91
   92 Tl  0.50000000000000  0.00000000000000  0.81041827586800 204.383 > 91
   93 Tl  0.00000000000000  0.50000000000000  0.43983184520372 204.383 > 93
   94 Tl  0.00000000000000  0.50000000000000  0.93983184520372 204.383 > 93
   95 Tl  0.50000000000000  0.00000000000000  0.06016815479628 204.383 > 95
   96 Tl  0.50000000000000  0.00000000000000  0.56016815479628 204.383 > 95
----------------------------------------------------------------------------
NAC parameters were read from "phono3py.yaml".
--------------------------- Dielectric constant ----------------------------
           14.8908062   -0.0000117    0.0000000
            0.0000117   14.8908062    0.0000000
            0.0000000    0.0000000   19.8823539
-------------------------- Born effective charges --------------------------
    1 S    -2.2832047   -0.0224360    0.0159901
            0.1071473   -1.4405566    0.1728891
            0.1432059    0.2644082   -2.5199523
    2 S    -1.4405566   -0.1071473   -0.1728891
            0.0224360   -2.2832047    0.0159901
           -0.2644082    0.1432059   -2.5199523
    3 S    -1.4405566   -0.1071473    0.1728891
            0.0224360   -2.2832047   -0.0159901
            0.2644082   -0.1432059   -2.5199523
    4 S    -2.2832047   -0.0224360   -0.0159901
            0.1071473   -1.4405566   -0.1728891
           -0.1432059   -0.2644082   -2.5199523
    5 S    -2.2832047   -0.0224360    0.0159901
            0.1071473   -1.4405566    0.1728891
            0.1432059    0.2644082   -2.5199523
    6 S    -1.4405566   -0.1071473   -0.1728891
            0.0224360   -2.2832047    0.0159901
           -0.2644082    0.1432059   -2.5199523
    7 S    -1.4405566   -0.1071473    0.1728891
            0.0224360   -2.2832047   -0.0159901
            0.2644082   -0.1432059   -2.5199523
    8 S    -2.2832047   -0.0224360   -0.0159901
            0.1071473   -1.4405566   -0.1728891
           -0.1432059   -0.2644082   -2.5199523
    9 S    -2.2954954    0.1056504   -0.0744219
            0.1150959   -2.0509689   -0.2246543
           -0.0846473   -0.3260246   -2.9546035
   10 S    -2.0509689   -0.1150959    0.2246543
           -0.1056504   -2.2954954   -0.0744219
            0.3260246   -0.0846473   -2.9546035
   11 S    -2.0509689   -0.1150959   -0.2246543
           -0.1056504   -2.2954954    0.0744219
           -0.3260246    0.0846473   -2.9546035
   12 S    -2.2954954    0.1056504    0.0744219
            0.1150959   -2.0509689    0.2246543
            0.0846473    0.3260246   -2.9546035
   13 S    -2.2954954    0.1056504   -0.0744219
            0.1150959   -2.0509689   -0.2246543
           -0.0846473   -0.3260246   -2.9546035
   14 S    -2.0509689   -0.1150959    0.2246543
           -0.1056504   -2.2954954   -0.0744219
            0.3260246   -0.0846473   -2.9546035
   15 S    -2.0509689   -0.1150959   -0.2246543
           -0.1056504   -2.2954954    0.0744219
           -0.3260246    0.0846473   -2.9546035
   16 S    -2.2954954    0.1056504    0.0744219
            0.1150959   -2.0509689    0.2246543
            0.0846473    0.3260246   -2.9546035
   17 Cu    0.6315847   -0.4837596    0.2709753
           -0.3278268    0.7575622   -0.0445718
            0.2803782    0.1586815    0.5996298
   18 Cu    0.7575622    0.3278268    0.0445718
            0.4837596    0.6315847    0.2709753
           -0.1586815    0.2803782    0.5996298
   19 Cu    0.7575622    0.3278268   -0.0445718
            0.4837596    0.6315847   -0.2709753
            0.1586815   -0.2803782    0.5996298
   20 Cu    0.6315847   -0.4837596   -0.2709753
           -0.3278268    0.7575622    0.0445718
           -0.2803782   -0.1586815    0.5996298
   21 Cu    1.0609566    0.0919890   -0.1517387
            0.2168266    0.9581949   -0.1409976
           -0.0056427   -0.0959216    1.1140246
   22 Cu    0.9581949   -0.2168266    0.1409976
           -0.0919890    1.0609566   -0.1517387
            0.0959216   -0.0056427    1.1140246
   23 Cu    0.9581949   -0.2168266   -0.1409976
           -0.0919890    1.0609566    0.1517387
           -0.0959216    0.0056427    1.1140246
   24 Cu    1.0609566    0.0919890    0.1517387
            0.2168266    0.9581949    0.1409976
            0.0056427    0.0959216    1.1140246
   25 Cu    1.0609566    0.0919890   -0.1517387
            0.2168266    0.9581949   -0.1409976
           -0.0056427   -0.0959216    1.1140246
   26 Cu    0.9581949   -0.2168266    0.1409976
           -0.0919890    1.0609566   -0.1517387
            0.0959216   -0.0056427    1.1140246
   27 Cu    0.9581949   -0.2168266   -0.1409976
           -0.0919890    1.0609566    0.1517387
           -0.0959216    0.0056427    1.1140246
   28 Cu    1.0609566    0.0919890    0.1517387
            0.2168266    0.9581949    0.1409976
            0.0056427    0.0959216    1.1140246
   29 Cu    1.0281497    0.2616915   -0.0929286
           -0.0038799    0.3641143    0.0383628
            0.0513473    0.0934236    1.5182091
   30 Cu    0.3641143    0.0038799   -0.0383628
           -0.2616915    1.0281497   -0.0929286
           -0.0934236    0.0513473    1.5182091
   31 Cu    0.3641143    0.0038799    0.0383628
           -0.2616915    1.0281497    0.0929286
            0.0934236   -0.0513473    1.5182091
   32 Cu    1.0281497    0.2616915    0.0929286
           -0.0038799    0.3641143   -0.0383628
           -0.0513473   -0.0934236    1.5182091
   33 Cu    1.0281497    0.2616915   -0.0929286
           -0.0038799    0.3641143    0.0383628
            0.0513473    0.0934236    1.5182091
   34 Cu    0.3641143    0.0038799   -0.0383628
           -0.2616915    1.0281497   -0.0929286
           -0.0934236    0.0513473    1.5182091
   35 Cu    0.3641143    0.0038799    0.0383628
           -0.2616915    1.0281497    0.0929286
            0.0934236   -0.0513473    1.5182091
   36 Cu    1.0281497    0.2616915    0.0929286
           -0.0038799    0.3641143   -0.0383628
           -0.0513473   -0.0934236    1.5182091
   37 Cu    0.9941374    0.2404966   -0.0730624
            0.2118012    0.1155757    0.0380002
           -0.0006117   -0.0407438    1.4122170
   38 Cu    0.1155757   -0.2118012   -0.0380002
           -0.2404966    0.9941374   -0.0730624
            0.0407438   -0.0006117    1.4122170
   39 Cu    0.1155757   -0.2118012    0.0380002
           -0.2404966    0.9941374    0.0730624
           -0.0407438    0.0006117    1.4122170
   40 Cu    0.9941374    0.2404966    0.0730624
            0.2118012    0.1155757   -0.0380002
            0.0006117    0.0407438    1.4122170
   41 Cu    0.9941374    0.2404966   -0.0730624
            0.2118012    0.1155757    0.0380002
           -0.0006117   -0.0407438    1.4122170
   42 Cu    0.1155757   -0.2118012   -0.0380002
           -0.2404966    0.9941374   -0.0730624
            0.0407438   -0.0006117    1.4122170
   43 Cu    0.1155757   -0.2118012    0.0380002
           -0.2404966    0.9941374    0.0730624
           -0.0407438    0.0006117    1.4122170
   44 Cu    0.9941374    0.2404966    0.0730624
            0.2118012    0.1155757   -0.0380002
            0.0006117    0.0407438    1.4122170
   45 Tl    2.8113215    0.0650820    0.0000000
           -0.0650820    2.8113215    0.0000000
           -0.0000000   -0.0000000    2.1662177
   46 Tl    2.8113215    0.0650820    0.0000000
           -0.0650820    2.8113215    0.0000000
           -0.0000000   -0.0000000    2.1662177
   47 Tl    2.8977255    0.0300497    0.0000000
           -0.0300497    2.8977255    0.0000000
           -0.0000000   -0.0000000    2.3549431
   48 Tl    2.8977255    0.0300497    0.0000000
           -0.0300497    2.8977255    0.0000000
           -0.0000000   -0.0000000    2.3549431
----------------------------------------------------------------------------
fc3 was read from "fc3.hdf5".
fc2 was read from "fc2.hdf5".
----------------------------- Force constants ------------------------------
Max drift of fc3: -0.00000000 (zyy) -0.00000000 (zyy) -0.00000000 (zyy)
Max drift of fc2: 0.00000000 (xx) 0.00000000 (xx) 
--------------------------- Calculation settings ---------------------------
Non-analytical term correction (NAC): True
NAC unit conversion factor:  14.39965
BZ integration: Tetrahedron-method
Temperature:  0.0  10.0  20.0  30.0  40.0 ... 1000.0
Cutoff frequency: 0.01
Frequency conversion factor to THz:  15.63330
Length for sampling mesh generation: 50.00
Generating grid system ... [ 5 5 7 ]
fc3-r2q-transformation over three atoms: True
--------------------------- Phonon calculations ----------------------------
Use NAC by Gonze et al. (no real space sum in current implementation)
  PRB 50, 13035(R) (1994), PRB 55, 10355 (1997)
  G-cutoff distance: 0.46, Number of G-points: 307, Lambda: 0.19
Running harmonic phonon calculations...
-------------------- Lattice thermal conductivity (RTA) --------------------
======================= Grid point 0 (1/28) =======================
q-point: ( 0.00  0.00  0.00)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 28
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
  -0.000   (   0.000    0.000    0.000)    0.000
  -0.000   (   0.000    0.000    0.000)    0.000
   0.000   (   0.000    0.000    0.000)    0.000
   0.725   (   0.000    0.000    0.000)    0.000
   0.739   (   0.000    0.000   -0.000)    0.000
   0.739   (   0.000   -0.000   -0.000)    0.000
   0.868   (   0.000    0.000    0.000)    0.000
   0.963   (  -0.000    0.000    0.000)    0.000
   0.963   (   0.000    0.000    0.000)    0.000
   0.963   (   0.000    0.000    0.000)    0.000
   0.997   (   0.000    0.000    0.000)    0.000
   1.085   (   0.000    0.000    0.000)    0.000
   1.085   (  -0.000    0.000    0.000)    0.000
   1.150   (   0.000    0.000    0.000)    0.000
   1.150   (   0.000    0.000    0.000)    0.000
   1.150   (   0.000    0.000    0.000)    0.000
   1.188   (   0.000    0.000    0.000)    0.000
   1.188   (  -0.000    0.000    0.000)    0.000
   1.333   (   0.000    0.000    0.000)    0.000
   1.359   (   0.000    0.000    0.000)    0.000
   1.442   (   0.000   -0.000    0.000)    0.000
   1.442   (  -0.000    0.000    0.000)    0.000
   1.489   (  -0.000    0.000   -0.000)    0.000
   1.489   (  -0.000    0.000    0.000)    0.000
   1.585   (  -0.000    0.000    0.000)    0.000
   1.585   (   0.000   -0.000    0.000)    0.000
   1.599   (   0.000    0.000    0.000)    0.000
   1.691   (   0.000    0.000    0.000)    0.000
   1.720   (   0.000    0.000   -0.000)    0.000
   1.720   (   0.000    0.000    0.000)    0.000
   1.724   (  -0.000    0.000    0.000)    0.000
   1.753   (   0.000    0.000    0.000)    0.000
   1.875   (   0.000    0.000    0.000)    0.000
   1.875   (   0.000    0.000    0.000)    0.000
   2.032   (   0.000    0.000    0.000)    0.000
   2.032   (   0.000    0.000    0.000)    0.000
   2.098   (   0.000    0.000    0.000)    0.000
   2.123   (   0.000    0.000    0.000)    0.000
   2.191   (   0.000    0.000    0.000)    0.000
   2.235   (   0.000    0.000    0.000)    0.000
   2.235   (   0.000    0.000   -0.000)    0.000
   2.250   (   0.000    0.000    0.000)    0.000
   2.250   (   0.000   -0.000    0.000)    0.000
   2.319   (   0.000   -0.000    0.000)    0.000
   2.338   (   0.000   -0.000    0.000)    0.000
   2.360   (  -0.000    0.000    0.000)    0.000
   2.400   (   0.000    0.000    0.000)    0.000
   2.470   (   0.000    0.000    0.000)    0.000
   2.470   (   0.000    0.000    0.000)    0.000
   2.578   (   0.000    0.000    0.000)    0.000
   2.661   (   0.000    0.000   -0.000)    0.000
   2.661   (   0.000    0.000    0.000)    0.000
   2.744   (   0.000    0.000    0.000)    0.000
   2.760   (  -0.000    0.000    0.000)    0.000
   2.768   (   0.000    0.000    0.000)    0.000
   2.768   (   0.000    0.000   -0.000)    0.000
   2.884   (   0.000    0.000   -0.000)    0.000
   2.884   (   0.000    0.000   -0.000)    0.000
   2.904   (   0.000    0.000    0.000)    0.000
   2.922   (  -0.000    0.000    0.000)    0.000
   2.932   (   0.000    0.000    0.000)    0.000
   2.979   (  -0.000    0.000    0.000)    0.000
   3.210   (  -0.000    0.000    0.000)    0.000
   3.234   (  -0.000    0.000    0.000)    0.000
   3.234   (   0.000    0.000   -0.000)    0.000
   3.249   (   0.000    0.000    0.000)    0.000
   3.264   (   0.000    0.000    0.000)    0.000
   3.310   (   0.000    0.000    0.000)    0.000
   3.318   (  -0.000    0.000    0.000)    0.000
   3.340   (   0.000    0.000   -0.000)    0.000
   3.340   (   0.000   -0.000    0.000)    0.000
   3.447   (   0.000    0.000    0.000)    0.000
   3.555   (   0.000   -0.000    0.000)    0.000
   3.731   (   0.000    0.000    0.000)    0.000
   3.731   (   0.000    0.000    0.000)    0.000
   3.785   (   0.000    0.000    0.000)    0.000
   3.785   (   0.000    0.000   -0.000)    0.000
   3.843   (   0.000    0.000    0.000)    0.000
   3.852   (   0.000    0.000   -0.000)    0.000
   3.852   (  -0.000    0.000    0.000)    0.000
   3.930   (   0.000   -0.000    0.000)    0.000
   3.987   (   0.000    0.000    0.000)    0.000
   4.028   (   0.000   -0.000    0.000)    0.000
   4.124   (   0.000    0.000    0.000)    0.000
   4.124   (   0.000    0.000    0.000)    0.000
   4.148   (   0.000   -0.000    0.000)    0.000
   4.355   (   0.000   -0.000    0.000)    0.000
   4.455   (   0.000    0.000    0.000)    0.000
   4.532   (   0.000    0.000    0.000)    0.000
   4.577   (   0.000    0.000    0.000)    0.000
   4.577   (   0.000    0.000    0.000)    0.000
   4.806   (   0.000    0.000    0.000)    0.000
   4.873   (  -0.000    0.000    0.000)    0.000
   4.873   (   0.000   -0.000    0.000)    0.000
   4.959   (   0.000   -0.000    0.000)    0.000
   5.308   (   0.000   -0.000    0.000)    0.000
   5.435   (  -0.000    0.000    0.000)    0.000
   5.805   (   0.000   -0.000    0.000)    0.000
   6.403   (   0.000   -0.000    0.000)    0.000
   6.403   (  -0.000    0.000   -0.000)    0.000
   6.869   (   0.000   -0.000    0.000)    0.000
   6.869   (  -0.000    0.000    0.000)    0.000
   7.257   (   0.000    0.000    0.000)    0.000
   7.384   (   0.000   -0.000    0.000)    0.000
   7.384   (  -0.000    0.000    0.000)    0.000
   7.407   (   0.000    0.000    0.000)    0.000
   7.443   (   0.000    0.000    0.000)    0.000
   7.497   (   0.000    0.000   -0.000)    0.000
   7.497   (   0.000   -0.000    0.000)    0.000
   7.541   (  -0.000    0.000    0.000)    0.000
   7.563   (   0.000   -0.000    0.000)    0.000
   7.773   (   0.000    0.000    0.000)    0.000
   7.961   (   0.000    0.000    0.000)    0.000
   8.045   (   0.000    0.000    0.000)    0.000
   8.193   (   0.000    0.000   -0.000)    0.000
   8.193   (   0.000   -0.000   -0.000)    0.000
   8.223   (   0.000    0.000    0.000)    0.000
   8.267   (   0.000    0.000    0.000)    0.000
   8.267   (   0.000    0.000   -0.000)    0.000
   8.329   (   0.000    0.000    0.000)    0.000
   8.520   (   0.000    0.000    0.000)    0.000
   8.555   (   0.000    0.000   -0.000)    0.000
   8.555   (   0.000    0.000    0.000)    0.000
   8.648   (   0.000   -0.000    0.000)    0.000
   8.648   (   0.000    0.000    0.000)    0.000
   8.649   (   0.000    0.000    0.000)    0.000
   8.865   (   0.000    0.000    0.000)    0.000
   8.967   (   0.000    0.000    0.000)    0.000
   9.109   (   0.000    0.000    0.000)    0.000
   9.285   (   0.000   -0.000    0.000)    0.000
   9.309   (  -0.000    0.000    0.000)    0.000
   9.379   (   0.000    0.000   -0.000)    0.000
   9.379   (   0.000    0.000    0.000)    0.000
   9.398   (   0.000    0.000    0.000)    0.000
   9.468   (   0.000    0.000    0.000)    0.000
   9.468   (   0.000    0.000    0.000)    0.000
   9.555   (   0.000    0.000    0.000)    0.000
   9.727   (   0.000   -0.000    0.000)    0.000
   9.727   (   0.000    0.000    0.000)    0.000
   9.898   (   0.000    0.000    0.000)    0.000
  11.318   (   0.000    0.000    0.000)    0.000
  11.339   (   0.000    0.000   -0.000)    0.000
  11.339   (   0.000    0.000   -0.000)    0.000
  11.360   (  -0.000    0.000    0.000)    0.000
======================= Grid point 1 (2/28) =======================
q-point: ( 0.20  0.00  0.00)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 52
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.336   (  15.921   -0.139    0.000)   15.922
   0.356   (  16.527  -16.058    0.000)   23.044
   0.674   (  28.677    6.788    0.000)   29.470
   0.712   (  -1.159    0.246    0.000)    1.185
   0.736   (   0.451   -0.629    0.000)    0.774
   0.789   (   3.688    0.957    0.000)    3.811
   0.817   (  -3.122   -1.372    0.000)    3.411
   0.916   (  -3.333    0.151    0.000)    3.336
   0.938   (  -2.292   -1.223    0.000)    2.598
   0.955   (  -1.982    0.320    0.000)    2.007
   0.990   (  -4.639    8.779    0.000)    9.930
   1.033   (   2.187   -0.260    0.000)    2.202
   1.105   (   1.106   -3.937    0.000)    4.089
   1.143   (  -0.105   -0.474    0.000)    0.486
   1.152   (   0.827   -1.966    0.000)    2.133
   1.182   (  -0.969   -0.517    0.000)    1.099
   1.194   (  -0.905    0.158    0.000)    0.919
   1.229   (   2.232    1.584    0.000)    2.737
   1.328   (  -0.397    0.078    0.000)    0.405
   1.391   (   1.612    2.918    0.000)    3.334
   1.455   (  -0.530   -1.507    0.000)    1.598
   1.461   (   1.541   -1.210    0.000)    1.960
   1.479   (   0.862    2.280    0.000)    2.437
   1.545   (   4.590   -0.939    0.000)    4.685
   1.554   (  -5.499   -1.645    0.000)    5.740
   1.586   (   0.116    1.385    0.000)    1.390
   1.614   (   1.175   -0.240    0.000)    1.199
   1.664   (  -1.990   -0.629    0.000)    2.087
   1.693   (  -0.677   -1.272    0.000)    1.441
   1.753   (   0.282   -0.039    0.000)    0.285
   1.768   (   0.742   -1.319    0.000)    1.513
   1.810   (  -4.773    3.901    0.000)    6.164
   1.868   (  -0.771    0.091    0.000)    0.777
   1.898   (   1.967   -0.286    0.000)    1.987
   1.987   (  -2.995   -0.926    0.000)    3.135
   2.055   (   0.202   -0.972    0.000)    0.993
   2.108   (  -0.811    1.772    0.000)    1.949
   2.125   (  -1.300   -0.291    0.000)    1.332
   2.157   (  -7.252   -1.704    0.000)    7.450
   2.207   (   2.550   -0.560    0.000)    2.611
   2.228   (  -4.797   -0.455    0.000)    4.819
   2.232   (  -3.999    3.484    0.000)    5.304
   2.261   (   0.424   -0.387    0.000)    0.574
   2.297   (   1.683    0.501    0.000)    1.756
   2.330   (  -1.085   -4.008    0.000)    4.152
   2.386   (   1.990    1.661    0.000)    2.592
   2.395   (   5.755   -0.220    0.000)    5.759
   2.460   (  -0.709   -1.753    0.000)    1.891
   2.522   (   0.521    1.399    0.000)    1.492
   2.568   (  -0.520   -0.123    0.000)    0.535
   2.652   (  -1.070   -0.283    0.000)    1.107
   2.668   (   0.282   -0.530    0.000)    0.601
   2.679   (  -1.753    1.634    0.000)    2.396
   2.729   (  -2.898   -2.421    0.000)    3.777
   2.782   (   1.982    1.290    0.000)    2.365
   2.812   (  -4.082    1.140    0.000)    4.238
   2.841   (   1.628    1.967    0.000)    2.553
   2.852   (  -1.844   -1.427    0.000)    2.332
   2.943   (   1.087    1.289    0.000)    1.686
   2.960   (  -1.196    1.974    0.000)    2.308
   2.975   (   3.004   -1.457    0.000)    3.339
   2.984   (   4.233   -3.116    0.000)    5.256
   3.193   (  -4.456    1.334    0.000)    4.651
   3.227   (  -0.662   -0.055    0.000)    0.664
   3.257   (   2.945   -1.025    0.000)    3.119
   3.258   (   1.323    1.314    0.000)    1.864
   3.272   (  -1.574   -2.913    0.000)    3.311
   3.291   (   1.617    0.307    0.000)    1.646
   3.339   (   2.909    0.184    0.000)    2.915
   3.340   (  -0.560    2.284    0.000)    2.351
   3.408   (   3.720   -1.201    0.000)    3.910
   3.497   (   4.118    0.647    0.000)    4.168
   3.547   (  -0.798    0.142    0.000)    0.811
   3.656   (  -5.731   -2.769    0.000)    6.365
   3.672   (  -5.765    4.230    0.000)    7.150
   3.757   (  -0.968   -2.020    0.000)    2.240
   3.770   (   1.225   -0.002    0.000)    1.225
   3.811   (  -3.863   -1.577    0.000)    4.172
   3.876   (  -1.429    2.650    0.000)    3.010
   3.940   (  -4.907   -0.143    0.000)    4.909
   3.948   (   6.104    1.732    0.000)    6.345
   4.011   (   5.813   -1.796    0.000)    6.084
   4.032   (   0.814    0.304    0.000)    0.869
   4.075   (  -1.912    0.875    0.000)    2.103
   4.132   (   0.153   -1.531    0.000)    1.539
   4.262   (   4.872    0.379    0.000)    4.887
   4.357   (   0.241    0.221    0.000)    0.327
   4.432   (  -6.665   -0.709    0.000)    6.702
   4.447   (  -0.738   -0.153    0.000)    0.754
   4.532   (  -3.855    1.493    0.000)    4.134
   4.648   (   3.943   -1.088    0.000)    4.090
   4.854   (  -1.870    0.335    0.000)    1.900
   4.884   (   1.004   -0.311    0.000)    1.051
   4.888   (   6.508    0.461    0.000)    6.525
   4.956   (  -0.261   -0.261    0.000)    0.369
   5.272   (  -3.490    0.017    0.000)    3.490
   5.459   (   2.340   -0.010    0.000)    2.340
   5.746   (  -5.169   -0.020    0.000)    5.169
   6.443   (   3.492    0.537    0.000)    3.533
   6.475   (   6.219   -0.583    0.000)    6.247
   6.805   (  -5.652    0.011    0.000)    5.652
   6.840   (  -2.948   -0.006    0.000)    2.948
   7.278   (   1.772    0.182    0.000)    1.781
   7.389   (   0.539   -0.643    0.000)    0.839
   7.403   (  -0.608   -0.152    0.000)    0.626
   7.427   (   3.680    0.392    0.000)    3.701
   7.428   (  -1.127    0.141    0.000)    1.136
   7.499   (   0.136   -0.356    0.000)    0.381
   7.550   (  -0.102    0.323    0.000)    0.338
   7.569   (   1.818   -0.237    0.000)    1.833
   7.668   (  -2.492    0.334    0.000)    2.514
   7.767   (  -1.097   -0.020    0.000)    1.097
   7.964   (   0.501    0.026    0.000)    0.502
   8.031   (  -1.107    0.069    0.000)    1.109
   8.188   (  -0.435   -1.495    0.000)    1.557
   8.199   (  -1.477    4.060    0.000)    4.320
   8.236   (   3.698    1.538    0.000)    4.005
   8.296   (   2.040   -4.059    0.000)    4.543
   8.338   (   0.905   -0.153    0.000)    0.918
   8.473   (  -0.871   -2.127    0.000)    2.299
   8.503   (  -1.937    0.073    0.000)    1.939
   8.549   (  -0.605   -1.287    0.000)    1.422
   8.566   (  -4.443   -1.249    0.000)    4.616
   8.610   (   0.613    2.141    0.000)    2.227
   8.620   (  -2.283    4.721    0.000)    5.244
   8.682   (   0.365   -3.726    0.000)    3.744
   8.936   (   6.008    0.433    0.000)    6.023
   9.004   (   3.357    0.997    0.000)    3.502
   9.142   (   3.042    0.022    0.000)    3.042
   9.261   (  -3.386    0.150    0.000)    3.390
   9.299   (   0.580   -0.601    0.000)    0.835
   9.338   (  -4.924   -0.265    0.000)    4.931
   9.373   (  -0.544    0.329    0.000)    0.636
   9.408   (   2.096    0.052    0.000)    2.097
   9.463   (  -1.354    1.036    0.000)    1.705
   9.488   (   0.409   -0.853    0.000)    0.946
   9.570   (   1.533    0.016    0.000)    1.533
   9.709   (  -1.640   -0.222    0.000)    1.655
   9.745   (   1.766    0.178    0.000)    1.775
   9.885   (  -1.360   -0.003    0.000)    1.360
  11.321   (   0.332    0.020    0.000)    0.332
  11.339   (  -0.029   -0.247    0.000)    0.249
  11.358   (  -0.107    0.295    0.000)    0.314
  11.359   (  -0.076   -0.027    0.000)    0.081
======================= Grid point 2 (3/28) =======================
q-point: ( 0.40  0.00  0.00)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 52
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.620   (  12.015   -0.371    0.000)   12.021
   0.622   (   8.116  -10.086    0.000)   12.946
   0.685   (  -1.282    1.320    0.000)    1.840
   0.745   (   2.642   -5.870    0.000)    6.437
   0.798   (  -2.203   -0.581    0.000)    2.278
   0.814   (   2.261   -0.268    0.000)    2.277
   0.837   (  -1.866    0.051    0.000)    1.867
   0.862   (  -5.330    7.232    0.000)    8.984
   0.908   (  -2.427    1.041    0.000)    2.641
   0.913   (  -3.067    3.258    0.000)    4.475
   1.067   (   2.002   -0.432    0.000)    2.048
   1.098   (  -1.262   -0.057    0.000)    1.263
   1.143   (   0.036   -0.406    0.000)    0.408
   1.149   (   0.339    0.430    0.000)    0.547
   1.187   (   1.229   -2.553    0.000)    2.833
   1.190   (   0.373   -0.746    0.000)    0.834
   1.219   (  13.290    4.341    0.000)   13.982
   1.267   (   3.258   -0.043    0.000)    3.258
   1.326   (   0.271    0.596    0.000)    0.654
   1.391   (  -5.474    0.311    0.000)    5.482
   1.418   (  -1.661   -0.979    0.000)    1.928
   1.436   (  -3.290    0.371    0.000)    3.311
   1.483   (   5.009    5.046    0.000)    7.110
   1.515   (   1.578    1.090    0.000)    1.918
   1.595   (  -0.664   -2.900    0.000)    2.976
   1.610   (   0.447   -1.757    0.000)    1.813
   1.648   (   2.472    2.350    0.000)    3.411
   1.650   (   2.886   -0.246    0.000)    2.896
   1.701   (  -0.205    1.485    0.000)    1.499
   1.730   (   2.895   -1.903    0.000)    3.464
   1.763   (  -0.636   -1.351    0.000)    1.493
   1.824   (   1.475    2.235    0.000)    2.678
   1.832   (  -3.877    0.137    0.000)    3.880
   1.917   (  -7.000   -4.799    0.000)    8.487
   1.937   (  -5.145    0.658    0.000)    5.187
   1.939   (  -1.529   -0.724    0.000)    1.692
   2.041   (  -1.092   -1.956    0.000)    2.240
   2.050   (  -3.264    2.014    0.000)    3.836
   2.101   (   0.475    3.485    0.000)    3.517
   2.133   (  -2.604   -2.596    0.000)    3.677
   2.245   (   1.098   -0.353    0.000)    1.153
   2.262   (   1.138   -0.337    0.000)    1.187
   2.275   (   0.513   -0.438    0.000)    0.674
   2.280   (  -2.267   -1.352    0.000)    2.639
   2.329   (   2.212    0.842    0.000)    2.366
   2.388   (  -2.994   -0.054    0.000)    2.995
   2.459   (   2.246    0.430    0.000)    2.287
   2.489   (   1.287   -0.569    0.000)    1.407
   2.551   (   2.814    2.277    0.000)    3.620
   2.582   (   1.701   -1.216    0.000)    2.091
   2.618   (  -1.263   -0.564    0.000)    1.383
   2.656   (  -2.695   -0.508    0.000)    2.743
   2.668   (   0.341   -0.644    0.000)    0.729
   2.681   (  -0.502    0.615    0.000)    0.794
   2.757   (  -1.134    1.685    0.000)    2.031
   2.784   (  -2.645    0.118    0.000)    2.648
   2.851   (   1.832   -2.018    0.000)    2.726
   2.866   (   1.843   -0.191    0.000)    1.853
   2.925   (  -1.821    5.287    0.000)    5.591
   2.937   (  -1.580   -0.782    0.000)    1.763
   3.024   (   1.706   -0.533    0.000)    1.788
   3.043   (   0.200   -2.152    0.000)    2.161
   3.155   (   1.336    0.135    0.000)    1.343
   3.197   (  -2.112    0.090    0.000)    2.113
   3.263   (   0.534   -1.796    0.000)    1.874
   3.270   (   0.344    0.548    0.000)    0.647
   3.293   (   1.057   -0.179    0.000)    1.072
   3.319   (  -1.324    0.303    0.000)    1.358
   3.381   (   6.143    1.065    0.000)    6.235
   3.428   (   5.409   -0.487    0.000)    5.431
   3.464   (   1.097   -0.320    0.000)    1.143
   3.522   (  -3.088    0.834    0.000)    3.198
   3.522   (  -3.017    0.801    0.000)    3.122
   3.548   (  -6.005   -0.147    0.000)    6.007
   3.609   (   4.417    0.741    0.000)    4.479
   3.715   (  -5.407   -1.304    0.000)    5.562
   3.763   (   1.874   -2.381    0.000)    3.030
   3.804   (   1.894    0.684    0.000)    2.014
   3.831   (  -4.517    4.450    0.000)    6.340
   3.843   (  -2.217   -2.383    0.000)    3.254
   4.019   (   1.173    0.690    0.000)    1.361
   4.043   (  -1.396    0.799    0.000)    1.608
   4.079   (   3.971    0.104    0.000)    3.972
   4.131   (  -0.927   -1.008    0.000)    1.369
   4.145   (   6.838   -1.570    0.000)    7.016
   4.281   (  -6.263    1.214    0.000)    6.380
   4.351   (   1.885   -1.904    0.000)    2.680
   4.366   (   0.505    1.480    0.000)    1.564
   4.430   (  -0.666   -1.207    0.000)    1.378
   4.453   (  -3.265    1.711    0.000)    3.686
   4.728   (   3.959   -1.104    0.000)    4.110
   4.801   (  -3.270    0.740    0.000)    3.353
   4.909   (   1.425   -0.583    0.000)    1.540
   4.935   (  -1.035    0.914    0.000)    1.381
   5.038   (   7.275   -0.488    0.000)    7.291
   5.174   (  -6.062    0.127    0.000)    6.063
   5.527   (   4.384   -0.045    0.000)    4.384
   5.630   (  -5.782    0.036    0.000)    5.782
   6.540   (   5.998    0.046    0.000)    5.998
   6.618   (   7.381   -0.127    0.000)    7.382
   6.673   (  -6.998    0.032    0.000)    6.998
   6.752   (  -5.723    0.014    0.000)    5.723
   7.321   (   2.474    0.519    0.000)    2.528
   7.371   (  -2.351   -0.575    0.000)    2.420
   7.402   (   0.672   -0.740    0.000)    0.999
   7.414   (  -0.474    0.598    0.000)    0.763
   7.492   (   1.775   -0.226    0.000)    1.790
   7.501   (   0.086   -0.254    0.000)    0.268
   7.554   (   1.515    0.528    0.000)    1.605
   7.609   (  -3.205    0.253    0.000)    3.215
   7.634   (   4.231   -0.002    0.000)    4.231
   7.718   (  -3.666   -0.135    0.000)    3.669
   7.983   (   1.235    0.049    0.000)    1.236
   8.008   (  -1.176    0.064    0.000)    1.178
   8.178   (  -0.504    3.350    0.000)    3.387
   8.178   (  -0.420   -2.465    0.000)    2.500
   8.316   (   3.459    2.945    0.000)    4.543
   8.332   (   1.221   -2.910    0.000)    3.155
   8.363   (   1.861   -0.841    0.000)    2.043
   8.430   (  -3.860   -0.533    0.000)    3.896
   8.469   (  -0.333   -2.118    0.000)    2.144
   8.491   (  -2.655    0.638    0.000)    2.730
   8.546   (   0.537   -2.913    0.000)    2.962
   8.573   (  -2.083    4.384    0.000)    4.854
   8.637   (   1.800    4.082    0.000)    4.461
   8.671   (  -1.345   -4.628    0.000)    4.820
   9.073   (   7.220    0.634    0.000)    7.248
   9.087   (   4.625    0.990    0.000)    4.730
   9.180   (  -4.459   -0.309    0.000)    4.469
   9.203   (  -1.550   -0.144    0.000)    1.556
   9.232   (  -1.199    0.030    0.000)    1.199
   9.288   (  -2.319   -1.200    0.000)    2.611
   9.379   (   1.659    1.242    0.000)    2.072
   9.424   (  -2.361   -0.359    0.000)    2.388
   9.450   (   1.943   -0.181    0.000)    1.951
   9.481   (  -1.039    0.107    0.000)    1.044
   9.612   (   2.555    0.201    0.000)    2.563
   9.666   (  -2.588   -0.318    0.000)    2.608
   9.792   (   2.730    0.157    0.000)    2.734
   9.846   (  -2.450   -0.062    0.000)    2.451
  11.329   (   0.437    0.141    0.000)    0.459
  11.337   (  -0.253   -0.325    0.000)    0.412
  11.356   (  -0.011    0.387    0.000)    0.387
  11.357   (  -0.100   -0.178    0.000)    0.205
======================= Grid point 6 (4/28) =======================
q-point: ( 0.20  0.20  0.00)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 52
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.458   (   9.752   10.039    0.000)   13.996
   0.460   (  -0.191   21.219    0.000)   21.219
   0.701   (  -0.364   -1.402    0.000)    1.448
   0.742   (  -0.248    1.114    0.000)    1.142
   0.774   (   0.710    1.669    0.000)    1.814
   0.777   (  -3.215   -1.903    0.000)    3.735
   0.892   (  -1.026   -4.316    0.000)    4.437
   0.894   (  -1.479   -1.959    0.000)    2.454
   0.932   (   0.373   -1.065    0.000)    1.128
   0.965   (  21.374   13.369    0.000)   25.210
   0.980   (   3.525   -3.326    0.000)    4.846
   1.045   (   2.061    2.016    0.000)    2.883
   1.120   (  -0.358   -0.439    0.000)    0.566
   1.145   (  -0.299    0.380    0.000)    0.483
   1.164   (  -3.127    2.688    0.000)    4.124
   1.167   (  -0.851   -1.062    0.000)    1.361
   1.181   (  -0.766    0.020    0.000)    0.766
   1.246   (   2.921    0.973    0.000)    3.079
   1.324   (  -0.260   -0.467    0.000)    0.534
   1.382   (   1.234   -2.922    0.000)    3.172
   1.450   (  -1.028   -1.345    0.000)    1.693
   1.472   (  -3.627   -2.786    0.000)    4.574
   1.515   (   3.583   -0.065    0.000)    3.584
   1.533   (   0.213    3.247    0.000)    3.254
   1.549   (   0.233    4.746    0.000)    4.751
   1.559   (  -0.175   -3.715    0.000)    3.719
   1.623   (   0.568    1.009    0.000)    1.158
   1.643   (  -1.915   -0.418    0.000)    1.960
   1.699   (  -2.152    0.200    0.000)    2.161
   1.748   (   1.454    0.527    0.000)    1.547
   1.759   (   0.414    0.666    0.000)    0.784
   1.809   (  -0.799   -4.131    0.000)    4.208
   1.878   (   0.725    0.005    0.000)    0.725
   1.909   (   0.398    1.821    0.000)    1.864
   2.003   (  -2.297    0.726    0.000)    2.409
   2.011   (   0.134   -1.771    0.000)    1.776
   2.060   (  -9.518   -7.709    0.000)   12.249
   2.133   (   1.190   -2.219    0.000)    2.518
   2.138   (  -3.630   -3.500    0.000)    5.043
   2.150   (  -3.124   -0.848    0.000)    3.237
   2.174   (  -1.150    1.158    0.000)    1.632
   2.228   (   2.410   -1.507    0.000)    2.843
   2.293   (   0.104    1.064    0.000)    1.070
   2.317   (  -3.859    2.172    0.000)    4.428
   2.329   (   3.814    2.379    0.000)    4.495
   2.408   (   2.578    0.513    0.000)    2.629
   2.443   (   4.207    4.555    0.000)    6.201
   2.473   (  -0.904    1.462    0.000)    1.719
   2.542   (  -1.678   -0.976    0.000)    1.941
   2.555   (   1.769    0.795    0.000)    1.939
   2.635   (  -0.584   -4.246    0.000)    4.286
   2.664   (  -1.737    1.080    0.000)    2.045
   2.687   (   2.161    0.715    0.000)    2.276
   2.716   (  -1.105    0.842    0.000)    1.389
   2.775   (  -1.372   -3.076    0.000)    3.368
   2.794   (   0.451    0.177    0.000)    0.484
   2.838   (  -2.668   -0.274    0.000)    2.682
   2.874   (   3.838   -1.375    0.000)    4.077
   2.908   (  -2.308   -3.313    0.000)    4.038
   2.941   (   0.151   -0.323    0.000)    0.356
   3.011   (   1.712    3.222    0.000)    3.649
   3.036   (   1.768    5.227    0.000)    5.518
   3.176   (  -0.078   -2.909    0.000)    2.910
   3.216   (   0.035    0.359    0.000)    0.361
   3.245   (  -0.976   -0.686    0.000)    1.193
   3.256   (  -4.214    1.228    0.000)    4.389
   3.279   (   2.145    0.283    0.000)    2.163
   3.292   (   0.596    0.624    0.000)    0.863
   3.337   (   1.108   -2.157    0.000)    2.425
   3.388   (   4.288    3.939    0.000)    5.823
   3.406   (   0.167    1.645    0.000)    1.653
   3.529   (   2.442    1.503    0.000)    2.868
   3.540   (  -0.541   -0.711    0.000)    0.893
   3.548   (  -4.844   -5.461    0.000)    7.300
   3.712   (  -0.691   -1.756    0.000)    1.888
   3.768   (  -4.977   -2.539    0.000)    5.587
   3.769   (   1.703   -0.328    0.000)    1.734
   3.796   (  -2.313    3.690    0.000)    4.355
   3.814   (  -1.931   -4.738    0.000)    5.116
   3.901   (   2.917   -0.402    0.000)    2.945
   3.990   (   0.535   -0.370    0.000)    0.650
   4.023   (  -1.416   -3.068    0.000)    3.379
   4.027   (  -0.284    1.054    0.000)    1.092
   4.106   (   4.777    5.304    0.000)    7.139
   4.121   (  -1.869    0.299    0.000)    1.893
   4.306   (   3.564    3.062    0.000)    4.699
   4.358   (  -5.983   -5.057    0.000)    7.834
   4.360   (   0.764    0.014    0.000)    0.765
   4.443   (  -0.646   -0.092    0.000)    0.652
   4.537   (   0.118   -2.276    0.000)    2.279
   4.671   (   1.326    3.615    0.000)    3.850
   4.852   (  -0.272   -1.805    0.000)    1.825
   4.877   (  -0.482    0.957    0.000)    1.072
   4.912   (   2.525    0.979    0.000)    2.708
   4.967   (   1.233    2.241    0.000)    2.558
   5.239   (  -3.121   -3.185    0.000)    4.460
   5.483   (   2.301    2.334    0.000)    3.278
   5.712   (  -3.176   -3.177    0.000)    4.492
   6.418   (   0.626    0.542    0.000)    0.828
   6.574   (   6.499    6.682    0.000)    9.322
   6.713   (  -6.193   -6.215    0.000)    8.774
   6.865   (  -0.200   -0.199    0.000)    0.283
   7.291   (   1.475    0.954    0.000)    1.756
   7.391   (  -0.297    0.821    0.000)    0.873
   7.399   (  -1.093   -0.259    0.000)    1.124
   7.414   (  -0.658   -1.388    0.000)    1.536
   7.450   (   2.153    1.908    0.000)    2.877
   7.491   (  -0.341    0.025    0.000)    0.342
   7.554   (   0.216   -0.741    0.000)    0.772
   7.581   (   1.658    2.208    0.000)    2.761
   7.653   (  -1.501   -1.940    0.000)    2.453
   7.755   (  -1.439   -1.347    0.000)    1.971
   7.969   (   0.578    0.475    0.000)    0.748
   8.022   (  -0.676   -0.794    0.000)    1.043
   8.171   (   1.046   -3.045    0.000)    3.220
   8.195   (  -1.920    1.676    0.000)    2.548
   8.255   (   4.190    0.376    0.000)    4.207
   8.315   (  -0.917    2.755    0.000)    2.903
   8.339   (   0.055    0.533    0.000)    0.536
   8.457   (  -2.818   -0.454    0.000)    2.854
   8.491   (  -1.240   -0.557    0.000)    1.359
   8.536   (  -3.051   -2.026    0.000)    3.662
   8.548   (  -0.695    0.899    0.000)    1.137
   8.589   (   0.775   -3.773    0.000)    3.852
   8.666   (   3.840    1.747    0.000)    4.219
   8.727   (   0.062    4.080    0.000)    4.080
   8.966   (   3.833    2.732    0.000)    4.707
   9.008   (   2.621    0.771    0.000)    2.732
   9.168   (   2.481    2.400    0.000)    3.452
   9.231   (  -3.020   -3.068    0.000)    4.305
   9.294   (  -0.323    1.041    0.000)    1.090
   9.299   (  -4.116   -3.666    0.000)    5.512
   9.378   (  -0.005   -1.201    0.000)    1.201
   9.423   (   1.690    1.827    0.000)    2.489
   9.437   (  -1.434   -1.770    0.000)    2.278
   9.502   (   0.199    0.421    0.000)    0.466
   9.584   (   1.546    1.437    0.000)    2.111
   9.722   (  -1.174    0.846    0.000)    1.447
   9.733   (   1.212   -0.676    0.000)    1.388
   9.870   (  -1.435   -1.407    0.000)    2.010
  11.324   (   0.350    0.275    0.000)    0.445
  11.339   (  -0.218    0.252    0.000)    0.333
  11.357   (   0.181   -0.372    0.000)    0.414
  11.359   (  -0.135   -0.035    0.000)    0.139
======================= Grid point 7 (5/28) =======================
q-point: ( 0.40  0.20  0.00)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 52
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.529   (   5.816    7.442    0.000)    9.445
   0.658   (   8.722    3.710    0.000)    9.478
   0.701   (   0.840    0.456    0.000)    0.956
   0.720   (  -1.006    0.998    0.000)    1.418
   0.791   (  -0.303    0.033    0.000)    0.305
   0.799   (   4.384   -0.525    0.000)    4.416
   0.850   (  -2.724    0.591    0.000)    2.787
   0.867   (  -1.715   -0.956    0.000)    1.963
   0.930   (   0.248    1.405    0.000)    1.427
   1.054   (  -0.931    0.327    0.000)    0.987
   1.054   (   1.327   -0.763    0.000)    1.531
   1.090   (  -0.317    0.936    0.000)    0.988
   1.125   (   1.215   -1.632    0.000)    2.035
   1.151   (  -0.474   -0.218    0.000)    0.522
   1.153   (   1.136   -0.394    0.000)    1.202
   1.161   (   0.119   -1.741    0.000)    1.745
   1.278   (   0.880    1.455    0.000)    1.700
   1.317   (   3.525    2.956    0.000)    4.601
   1.326   (   0.906   -0.282    0.000)    0.949
   1.357   (  -3.147   -1.271    0.000)    3.394
   1.408   (  -1.101   -3.299    0.000)    3.478
   1.414   (  -2.282   -1.577    0.000)    2.774
   1.526   (  -3.228    1.784    0.000)    3.688
   1.541   (   0.306   -1.243    0.000)    1.280
   1.590   (   2.167    0.460    0.000)    2.215
   1.620   (   3.389    4.547    0.000)    5.671
   1.643   (   1.129   -1.001    0.000)    1.509
   1.654   (   3.373   -4.694    0.000)    5.780
   1.678   (   3.023    2.086    0.000)    3.672
   1.712   (  -8.075   -3.504    0.000)    8.802
   1.777   (   3.577    3.984    0.000)    5.354
   1.812   (   1.369   -1.787    0.000)    2.251
   1.827   (  -3.642   -1.666    0.000)    4.005
   1.881   (  -1.872    3.511    0.000)    3.979
   1.947   (   0.168    0.623    0.000)    0.645
   1.964   (  -1.340    1.771    0.000)    2.221
   2.007   (  -0.574   -1.472    0.000)    1.580
   2.062   (  -3.337   -3.882    0.000)    5.120
   2.097   (  -2.318    2.270    0.000)    3.245
   2.138   (  -0.140   -0.900    0.000)    0.910
   2.190   (   2.736   -0.756    0.000)    2.839
   2.213   (  -2.992   -0.510    0.000)    3.035
   2.297   (   0.552    0.625    0.000)    0.834
   2.303   (   1.708    0.803    0.000)    1.887
   2.385   (   1.036    2.440    0.000)    2.650
   2.402   (  -2.423    0.746    0.000)    2.535
   2.481   (   1.795    0.860    0.000)    1.990
   2.501   (   0.338    1.977    0.000)    2.005
   2.544   (   0.766   -1.007    0.000)    1.266
   2.589   (   3.067    1.340    0.000)    3.347
   2.622   (   0.842    0.881    0.000)    1.219
   2.632   (  -1.996   -1.246    0.000)    2.353
   2.703   (   0.056    0.824    0.000)    0.826
   2.726   (  -0.115    5.374    0.000)    5.375
   2.761   (  -2.037   -1.456    0.000)    2.504
   2.788   (  -0.348   -1.655    0.000)    1.692
   2.788   (  -1.469   -0.781    0.000)    1.663
   2.837   (  -0.152   -2.264    0.000)    2.269
   2.913   (  -2.873   -1.377    0.000)    3.186
   2.990   (   3.237   -3.274    0.000)    4.604
   3.039   (  -1.182    5.404    0.000)    5.532
   3.048   (   1.985    2.436    0.000)    3.142
   3.176   (   0.057    1.404    0.000)    1.405
   3.206   (  -1.563    0.405    0.000)    1.615
   3.215   (   1.295   -2.620    0.000)    2.923
   3.246   (   1.353   -1.790    0.000)    2.244
   3.303   (   0.497    0.172    0.000)    0.526
   3.318   (  -1.889   -0.191    0.000)    1.899
   3.342   (   3.906   -2.147    0.000)    4.457
   3.421   (  -3.805   -3.770    0.000)    5.356
   3.458   (   0.547   -2.600    0.000)    2.657
   3.463   (   1.171    0.198    0.000)    1.188
   3.541   (   1.874    2.243    0.000)    2.923
   3.610   (   4.512   -0.298    0.000)    4.522
   3.643   (  -5.430    1.951    0.000)    5.770
   3.678   (  -3.784   -1.374    0.000)    4.026
   3.721   (  -2.140    1.397    0.000)    2.556
   3.758   (  -2.698   -4.323    0.000)    5.096
   3.841   (   4.135    0.857    0.000)    4.223
   3.942   (  -3.343    4.045    0.000)    5.248
   4.006   (   2.668   -1.795    0.000)    3.215
   4.007   (  -2.205   -3.931    0.000)    4.507
   4.022   (   2.695   -1.453    0.000)    3.062
   4.113   (   0.421   -0.333    0.000)    0.537
   4.185   (   3.180    2.171    0.000)    3.850
   4.241   (  -4.910   -3.994    0.000)    6.329
   4.366   (   1.855    2.079    0.000)    2.786
   4.392   (   1.999    0.188    0.000)    2.008
   4.423   (  -0.837    1.756    0.000)    1.945
   4.498   (  -3.356    1.949    0.000)    3.880
   4.721   (   3.526    0.682    0.000)    3.591
   4.819   (  -2.779    0.412    0.000)    2.809
   4.887   (   1.123   -1.084    0.000)    1.560
   4.931   (  -0.653   -1.193    0.000)    1.360
   5.041   (   5.482    0.834    0.000)    5.545
   5.155   (  -4.978   -1.881    0.000)    5.321
   5.546   (   3.854    1.806    0.000)    4.256
   5.632   (  -4.396    0.005    0.000)    4.396
   6.471   (   4.474   -3.410    0.000)    5.626
   6.584   (  -6.355   -5.639    0.000)    8.496
   6.709   (   6.524    5.828    0.000)    8.748
   6.820   (  -4.126    3.502    0.000)    5.412
   7.330   (   2.304    0.044    0.000)    2.304
   7.360   (  -2.279   -0.583    0.000)    2.353
   7.390   (   0.169   -0.054    0.000)    0.178
   7.408   (  -0.186   -0.875    0.000)    0.894
   7.485   (   1.028   -0.141    0.000)    1.038
   7.496   (   0.696    0.074    0.000)    0.700
   7.564   (   1.223    0.040    0.000)    1.224
   7.604   (  -3.269   -0.994    0.000)    3.417
   7.639   (   3.660    0.585    0.000)    3.707
   7.707   (  -3.143   -0.857    0.000)    3.258
   7.986   (   1.003    0.233    0.000)    1.029
   8.005   (  -0.987   -0.321    0.000)    1.038
   8.160   (  -1.392    0.389    0.000)    1.446
   8.201   (   1.390   -3.039    0.000)    3.342
   8.294   (  -1.027    2.650    0.000)    2.842
   8.324   (   1.250   -1.065    0.000)    1.642
   8.363   (   3.422    0.487    0.000)    3.456
   8.412   (  -2.132   -2.564    0.000)    3.334
   8.457   (  -0.976    1.645    0.000)    1.912
   8.497   (  -0.988   -0.460    0.000)    1.090
   8.537   (  -0.147    0.932    0.000)    0.944
   8.593   (  -0.406   -2.653    0.000)    2.684
   8.703   (  -1.610    7.439    0.000)    7.611
   8.729   (   2.596    4.579    0.000)    5.264
   9.072   (   5.795   -0.782    0.000)    5.847
   9.082   (   4.047   -1.130    0.000)    4.202
   9.154   (  -4.172   -1.912    0.000)    4.589
   9.187   (  -6.018   -1.867    0.000)    6.301
   9.237   (   3.539    0.877    0.000)    3.646
   9.278   (  -1.675    0.439    0.000)    1.732
   9.381   (   0.695   -1.292    0.000)    1.467
   9.396   (  -2.466   -1.885    0.000)    3.104
   9.461   (   1.865    1.151    0.000)    2.191
   9.494   (  -1.011    0.680    0.000)    1.218
   9.630   (   2.793    1.529    0.000)    3.184
   9.678   (  -2.623    1.579    0.000)    3.062
   9.778   (   2.657   -1.493    0.000)    3.047
   9.829   (  -2.579   -1.545    0.000)    3.006
  11.334   (   0.588    0.276    0.000)    0.650
  11.335   (  -0.209    0.168    0.000)    0.268
  11.354   (  -0.324   -0.123    0.000)    0.346
  11.359   (   0.009   -0.141    0.000)    0.141
======================= Grid point 8 (6/28) =======================
q-point: (-0.40  0.20  0.00)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 52
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.623   (   0.005    0.626    0.000)    0.626
   0.684   (  -3.819    2.463    0.000)    4.544
   0.695   (  -0.710    0.719    0.000)    1.011
   0.746   (   0.527    0.157    0.000)    0.549
   0.798   (   1.585   -0.065    0.000)    1.587
   0.827   (   0.650    0.968    0.000)    1.166
   0.838   (   0.246    0.693    0.000)    0.736
   0.875   (   0.186   -0.135    0.000)    0.230
   0.920   (  -8.968    0.728    0.000)    8.997
   0.944   (   1.149    3.128    0.000)    3.333
   1.073   (  -1.908    0.162    0.000)    1.915
   1.089   (   1.986   -0.901    0.000)    2.181
   1.147   (   0.797   -0.423    0.000)    0.902
   1.147   (   0.050   -0.110    0.000)    0.121
   1.174   (   0.797   -3.513    0.000)    3.602
   1.183   (  -1.340   -1.395    0.000)    1.934
   1.281   ( -11.756   12.125    0.000)   16.888
   1.282   (  -2.097    1.237    0.000)    2.434
   1.325   (   2.546   -3.015    0.000)    3.946
   1.326   (  -1.200    0.643    0.000)    1.361
   1.402   (   1.388   -4.692    0.000)    4.893
   1.405   (   1.337   -2.796    0.000)    3.099
   1.435   (   6.245   -0.580    0.000)    6.272
   1.534   (  -0.871    2.990    0.000)    3.114
   1.578   (  -0.955   -2.972    0.000)    3.122
   1.619   (  -1.146   -0.469    0.000)    1.238
   1.649   (   0.787    2.500    0.000)    2.621
   1.663   (  -2.930    0.596    0.000)    2.990
   1.679   (   0.978   -0.778    0.000)    1.250
   1.757   (   2.560   -2.447    0.000)    3.541
   1.785   (  -3.579    0.831    0.000)    3.675
   1.799   (  -3.103    3.046    0.000)    4.349
   1.853   (   3.522   -2.370    0.000)    4.245
   1.894   (   2.252    0.008    0.000)    2.252
   1.966   (   1.591    1.150    0.000)    1.963
   1.971   (   0.782    0.748    0.000)    1.082
   2.023   (  -0.833   -3.452    0.000)    3.551
   2.026   (   5.091   -0.742    0.000)    5.145
   2.086   (   1.468    1.997    0.000)    2.479
   2.140   (   0.547   -1.359    0.000)    1.465
   2.188   (  -0.148   -2.096    0.000)    2.101
   2.243   (  -0.091    0.859    0.000)    0.864
   2.311   (  -0.685    0.394    0.000)    0.790
   2.350   (   5.637    1.837    0.000)    5.929
   2.363   (  -1.300    3.005    0.000)    3.274
   2.365   (  -2.302   -1.625    0.000)    2.818
   2.511   (  -1.919   -1.201    0.000)    2.264
   2.511   (  -0.485    1.226    0.000)    1.319
   2.519   (   1.449    5.033    0.000)    5.238
   2.566   (  -3.078   -0.990    0.000)    3.233
   2.646   (  -4.039   -0.664    0.000)    4.093
   2.654   (   2.464    1.521    0.000)    2.896
   2.694   (   3.215    0.681    0.000)    3.287
   2.702   (  -2.739   -1.362    0.000)    3.058
   2.724   (   1.608    1.939    0.000)    2.519
   2.787   (   2.261    1.434    0.000)    2.678
   2.833   (   1.100   -2.181    0.000)    2.443
   2.851   (  -0.349   -1.293    0.000)    1.339
   2.863   (   0.164   -1.332    0.000)    1.342
   2.955   (  -2.352    0.337    0.000)    2.376
   3.051   (  -0.276    1.692    0.000)    1.714
   3.086   (   1.387    2.213    0.000)    2.612
   3.165   (  -2.441    0.611    0.000)    2.516
   3.207   (   2.262    0.511    0.000)    2.319
   3.246   (  -0.084   -1.392    0.000)    1.394
   3.268   (   0.465   -2.283    0.000)    2.330
   3.288   (  -0.662   -1.286    0.000)    1.446
   3.308   (   0.390    0.130    0.000)    0.411
   3.323   (  -3.709   -1.494    0.000)    3.999
   3.428   (   2.745   -3.707    0.000)    4.612
   3.451   (   0.827   -2.196    0.000)    2.347
   3.467   (  -2.212    0.241    0.000)    2.225
   3.544   (  -2.600    2.875    0.000)    3.876
   3.562   (  -1.372   -0.156    0.000)    1.381
   3.666   (   2.742    4.523    0.000)    5.289
   3.708   (   4.740   -2.176    0.000)    5.216
   3.723   (   2.395   -3.590    0.000)    4.315
   3.735   (   0.812   -2.532    0.000)    2.659
   3.865   (  -3.918    3.449    0.000)    5.220
   3.924   (   3.993    2.922    0.000)    4.948
   3.955   (  -3.149   -3.917    0.000)    5.026
   4.005   (   0.168   -1.418    0.000)    1.427
   4.073   (  -3.480    0.083    0.000)    3.481
   4.108   (   2.450   -2.868    0.000)    3.772
   4.185   (  -2.143    0.424    0.000)    2.184
   4.254   (   4.383   -2.141    0.000)    4.878
   4.369   (  -1.021    1.905    0.000)    2.161
   4.370   (  -2.735    0.631    0.000)    2.807
   4.449   (  -0.969    0.781    0.000)    1.245
   4.470   (   3.748    2.797    0.000)    4.676
   4.751   (  -3.871    0.717    0.000)    3.937
   4.795   (   3.533    0.048    0.000)    3.533
   4.906   (  -1.573   -0.749    0.000)    1.742
   4.909   (   0.882   -1.055    0.000)    1.376
   5.050   (  -5.227    0.596    0.000)    5.260
   5.152   (   5.235   -1.880    0.000)    5.562
   5.547   (  -3.898    1.795    0.000)    4.292
   5.631   (   4.451    0.007    0.000)    4.451
   6.472   (  -4.531   -3.383    0.000)    5.654
   6.584   (   6.390   -5.636    0.000)    8.520
   6.710   (  -6.494    5.765    0.000)    8.684
   6.820   (   4.159    3.513    0.000)    5.444
   7.318   (  -1.809    0.186    0.000)    1.818
   7.376   (   2.127   -0.829    0.000)    2.283
   7.395   (   0.309   -0.430    0.000)    0.529
   7.404   (  -0.338   -0.535    0.000)    0.633
   7.493   (  -0.007   -0.573    0.000)    0.573
   7.500   (  -1.661    0.598    0.000)    1.766
   7.545   (  -1.093   -0.386    0.000)    1.160
   7.605   (   2.578   -0.488    0.000)    2.624
   7.639   (  -3.381    0.620    0.000)    3.437
   7.710   (   3.106   -0.948    0.000)    3.248
   7.984   (  -0.992    0.185    0.000)    1.009
   8.005   (   0.850   -0.205    0.000)    0.875
   8.145   (   0.021    0.029    0.000)    0.036
   8.218   (   0.075   -1.936    0.000)    1.937
   8.270   (  -1.399    2.093    0.000)    2.518
   8.335   (   0.196   -0.698    0.000)    0.725
   8.364   (  -2.022   -0.657    0.000)    2.126
   8.430   (   2.460   -1.823    0.000)    3.062
   8.480   (   2.761   -0.397    0.000)    2.790
   8.487   (  -0.151   -0.185    0.000)    0.239
   8.545   (   0.996    0.772    0.000)    1.260
   8.573   (  -1.428   -1.148    0.000)    1.832
   8.682   (  -0.493    7.640    0.000)    7.656
   8.763   (   0.431    4.220    0.000)    4.242
   9.057   (  -6.051   -0.595    0.000)    6.080
   9.059   (  -3.890   -0.930    0.000)    4.000
   9.162   (   3.681   -1.963    0.000)    4.172
   9.199   (   5.273   -1.737    0.000)    5.551
   9.229   (  -2.657    0.777    0.000)    2.768
   9.307   (   2.101    0.331    0.000)    2.127
   9.351   (  -0.994   -1.190    0.000)    1.551
   9.405   (   1.470   -1.879    0.000)    2.386
   9.464   (  -1.946    1.044    0.000)    2.208
   9.493   (   1.207    0.716    0.000)    1.404
   9.625   (  -2.490    1.543    0.000)    2.930
   9.687   (   2.650    1.685    0.000)    3.141
   9.773   (  -2.813   -1.658    0.000)    3.265
   9.831   (   2.427   -1.521    0.000)    2.864
  11.330   (  -0.277    0.250    0.000)    0.373
  11.345   (   0.034    0.356    0.000)    0.358
  11.348   (   0.186   -0.302    0.000)    0.355
  11.359   (  -0.035   -0.106    0.000)    0.112
======================= Grid point 12 (7/28) =======================
q-point: ( 0.40  0.40  0.00)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 52
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.684   (   1.362   -0.387    0.000)    1.416
   0.688   (  -0.821    1.383    0.000)    1.608
   0.758   (   4.941    4.043    0.000)    6.384
   0.796   (  -0.104   -0.134    0.000)    0.170
   0.806   (   5.125    0.852    0.000)    5.195
   0.841   (  -1.720    8.176    0.000)    8.355
   0.856   (   1.669    0.310    0.000)    1.698
   0.865   (  -0.461    2.513    0.000)    2.555
   0.936   (   2.964   -0.024    0.000)    2.964
   1.009   (  -0.503   -3.508    0.000)    3.544
   1.075   (   0.068    3.152    0.000)    3.152
   1.087   (   3.986   -1.224    0.000)    4.170
   1.109   (  -1.283    0.820    0.000)    1.523
   1.132   (  -0.992   -0.061    0.000)    0.993
   1.149   (  -0.025   -0.254    0.000)    0.255
   1.152   (  -1.011    0.450    0.000)    1.107
   1.278   (  -2.119   -0.107    0.000)    2.122
   1.296   (  -0.167   -6.501    0.000)    6.503
   1.309   (  -3.518   -1.650    0.000)    3.885
   1.328   (  -4.129   -3.154    0.000)    5.196
   1.356   (   2.095    1.008    0.000)    2.325
   1.389   (  -1.737    1.444    0.000)    2.259
   1.470   (   3.318   -5.896    0.000)    6.765
   1.543   (  -9.777   -4.583    0.000)   10.798
   1.576   (   2.008    0.657    0.000)    2.113
   1.593   (   0.008    2.150    0.000)    2.150
   1.611   (   0.520   -0.697    0.000)    0.869
   1.639   (  -1.920   -1.108    0.000)    2.217
   1.717   (   0.772    2.645    0.000)    2.756
   1.727   (   2.658    0.499    0.000)    2.704
   1.810   (   1.657    1.795    0.000)    2.443
   1.829   (   0.220    0.231    0.000)    0.319
   1.888   (   4.289    5.366    0.000)    6.870
   1.922   (   1.270    0.427    0.000)    1.340
   1.970   (  -0.444   -2.031    0.000)    2.079
   1.974   (  -0.848    1.042    0.000)    1.343
   1.981   (  -0.335    0.080    0.000)    0.344
   1.990   (  -2.105   -2.549    0.000)    3.306
   2.116   (   0.635   -0.434    0.000)    0.769
   2.116   (  -0.600    0.263    0.000)    0.655
   2.207   (   4.694    2.463    0.000)    5.301
   2.278   (  -2.111    3.517    0.000)    4.102
   2.308   (   0.781    0.219    0.000)    0.811
   2.311   (  -0.066    0.819    0.000)    0.821
   2.371   (  -0.526   -3.481    0.000)    3.520
   2.387   (  -1.243   -1.290    0.000)    1.791
   2.499   (   0.302    1.371    0.000)    1.404
   2.524   (  -0.409   -1.569    0.000)    1.621
   2.568   (   1.089    3.446    0.000)    3.614
   2.592   (   1.499   -0.781    0.000)    1.691
   2.641   (   0.153    1.984    0.000)    1.990
   2.646   (   0.013    0.486    0.000)    0.486
   2.693   (   0.243   -1.170    0.000)    1.195
   2.715   (   0.522   -1.577    0.000)    1.661
   2.738   (  -0.560   -0.434    0.000)    0.709
   2.779   (  -3.024   -2.653    0.000)    4.023
   2.830   (   1.034    3.073    0.000)    3.242
   2.845   (   1.553    1.334    0.000)    2.047
   2.912   (   5.348   -3.986    0.000)    6.670
   2.916   (  -3.966    3.575    0.000)    5.340
   3.090   (   2.159    1.298    0.000)    2.519
   3.119   (  -0.267    1.016    0.000)    1.051
   3.168   (   0.291    0.283    0.000)    0.406
   3.201   (  -1.092   -0.801    0.000)    1.354
   3.206   (  -1.883    0.670    0.000)    1.998
   3.220   (  -1.072   -2.392    0.000)    2.621
   3.274   (   0.600   -0.481    0.000)    0.769
   3.306   (  -1.451   -1.667    0.000)    2.210
   3.329   (   1.337    0.632    0.000)    1.479
   3.359   (  -2.568   -1.719    0.000)    3.090
   3.423   (   0.061   -0.434    0.000)    0.438
   3.446   (  -1.799   -1.363    0.000)    2.257
   3.579   (   0.088    1.730    0.000)    1.732
   3.588   (   2.639   -1.148    0.000)    2.878
   3.642   (  -3.825    0.066    0.000)    3.825
   3.666   (  -2.238   -4.394    0.000)    4.931
   3.707   (   2.941    4.114    0.000)    5.058
   3.779   (   2.028   -2.041    0.000)    2.877
   3.833   (  -1.932    3.360    0.000)    3.875
   3.911   (  -2.848   -5.220    0.000)    5.946
   3.983   (   3.919   -0.204    0.000)    3.924
   4.000   (  -1.507    1.883    0.000)    2.412
   4.068   (  -0.420    4.710    0.000)    4.728
   4.097   (   3.129   -2.198    0.000)    3.824
   4.174   (  -0.727   -2.924    0.000)    3.013
   4.175   (  -5.000   -1.526    0.000)    5.228
   4.398   (   1.316    1.071    0.000)    1.696
   4.404   (   0.715    0.684    0.000)    0.989
   4.475   (   2.035    2.921    0.000)    3.560
   4.510   (   0.260   -0.852    0.000)    0.890
   4.755   (   0.530    2.326    0.000)    2.385
   4.791   (  -0.880   -2.563    0.000)    2.710
   4.891   (  -0.309    1.012    0.000)    1.058
   4.903   (  -0.045   -1.292    0.000)    1.293
   5.067   (   1.391    1.747    0.000)    2.234
   5.108   (  -2.278   -2.513    0.000)    3.392
   5.589   (   2.123    2.179    0.000)    3.042
   5.623   (  -1.041   -1.096    0.000)    1.511
   6.439   (   0.332    0.379    0.000)    0.504
   6.484   (  -3.902   -3.947    0.000)    5.550
   6.812   (   3.975    3.996    0.000)    5.637
   6.856   (  -0.177   -0.186    0.000)    0.257
   7.328   (   0.782    0.174    0.000)    0.801
   7.346   (  -1.517   -0.886    0.000)    1.757
   7.393   (  -0.336    0.029    0.000)    0.338
   7.394   (  -0.092   -0.424    0.000)    0.434
   7.501   (   1.343    0.316    0.000)    1.379
   7.506   (  -0.091    1.991    0.000)    1.993
   7.548   (   0.834   -1.157    0.000)    1.426
   7.575   (  -2.482   -1.670    0.000)    2.991
   7.660   (   1.291    1.326    0.000)    1.851
   7.686   (  -1.285   -1.242    0.000)    1.787
   7.991   (   0.416    0.261    0.000)    0.491
   7.998   (  -0.440   -0.330    0.000)    0.549
   8.159   (   0.922   -0.664    0.000)    1.137
   8.169   (  -1.614    0.062    0.000)    1.615
   8.322   (   1.377    1.092    0.000)    1.758
   8.333   (   0.428    0.315    0.000)    0.531
   8.361   (   0.835   -0.553    0.000)    1.002
   8.377   (  -2.640   -0.766    0.000)    2.749
   8.478   (  -0.468    0.419    0.000)    0.628
   8.478   (   0.150   -0.727    0.000)    0.742
   8.560   (  -0.299    0.929    0.000)    0.976
   8.564   (   0.580   -0.694    0.000)    0.905
   8.805   (   4.082    2.679    0.000)    4.883
   8.822   (   1.199    3.076    0.000)    3.302
   9.060   (   0.760    0.438    0.000)    0.877
   9.064   (   0.969   -0.247    0.000)    1.000
   9.118   (  -1.534   -1.372    0.000)    2.058
   9.137   (  -3.469   -2.649    0.000)    4.364
   9.265   (   2.442    1.754    0.000)    3.007
   9.298   (  -1.236    0.643    0.000)    1.394
   9.341   (   0.294   -1.682    0.000)    1.708
   9.361   (  -2.286   -1.517    0.000)    2.743
   9.484   (   0.907    1.027    0.000)    1.370
   9.498   (  -0.242   -0.338    0.000)    0.416
   9.672   (   2.869    2.500    0.000)    3.806
   9.718   (  -0.750    0.673    0.000)    1.008
   9.742   (   0.745   -0.515    0.000)    0.906
   9.787   (  -2.675   -2.466    0.000)    3.638
  11.338   (   0.468    0.126    0.000)    0.485
  11.341   (  -0.202    0.311    0.000)    0.370
  11.353   (   0.181   -0.383    0.000)    0.424
  11.353   (  -0.345    0.042    0.000)    0.347
======================= Grid point 25 (8/28) =======================
q-point: ( 0.00  0.00  0.14)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 28
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.323   (   0.000    0.000   15.824)   15.824
   0.323   (   0.000   -0.000   15.824)   15.824
   0.673   (   0.000    0.000   -1.909)    1.909
   0.745   (  -0.000    0.000   25.458)   25.458
   0.781   (   0.000    0.000    4.385)    4.385
   0.781   (  -0.000    0.000    4.385)    4.385
   0.865   (   0.000    0.000    7.334)    7.334
   0.995   (   0.000   -0.000    2.181)    2.181
   0.995   (  -0.000    0.000    2.181)    2.181
   1.028   (   0.000    0.000    4.980)    4.980
   1.086   (   0.000   -0.000    0.470)    0.470
   1.086   (   0.000    0.000    0.470)    0.470
   1.102   (   0.000   -0.000    6.925)    6.925
   1.155   (   0.000    0.000    0.417)    0.417
   1.155   (  -0.000    0.000    0.417)    0.417
   1.162   (   0.000    0.000    0.802)    0.802
   1.195   (   0.000    0.000    0.653)    0.653
   1.195   (   0.000    0.000    0.653)    0.653
   1.317   (   0.000    0.000   -2.255)    2.255
   1.402   (  -0.000    0.000   -0.798)    0.798
   1.507   (   0.000    0.000    0.001)    0.001
   1.507   (   0.000    0.000    0.001)    0.001
   1.510   (   0.000   -0.000    3.485)    3.485
   1.587   (   0.000    0.000    0.452)    0.452
   1.587   (   0.000    0.000    0.452)    0.452
   1.590   (  -0.000    0.000    2.362)    2.362
   1.671   (   0.000   -0.000   -0.419)    0.419
   1.699   (   0.000    0.000    3.855)    3.855
   1.709   (   0.000    0.000   -0.759)    0.759
   1.709   (  -0.000    0.000   -0.759)    0.759
   1.747   (  -0.000    0.000    6.249)    6.249
   1.759   (   0.000    0.000    2.957)    2.957
   1.876   (   0.000    0.000    0.346)    0.346
   1.876   (  -0.000    0.000    0.346)    0.346
   2.009   (   0.000    0.000   -0.260)    0.260
   2.038   (   0.000    0.000    0.412)    0.412
   2.038   (   0.000    0.000    0.412)    0.412
   2.184   (   0.000    0.000   -2.161)    2.161
   2.184   (   0.000    0.000   -2.161)    2.161
   2.211   (  -0.000    0.000    0.294)    0.294
   2.215   (   0.000    0.000   -7.488)    7.488
   2.261   (  -0.000    0.000    6.270)    6.270
   2.350   (   0.000   -0.000    6.389)    6.389
   2.350   (   0.000    0.000    6.389)    6.389
   2.369   (  -0.000    0.000    2.753)    2.753
   2.403   (   0.000    0.000    4.098)    4.098
   2.456   (   0.000    0.000   -9.593)    9.593
   2.498   (   0.000    0.000    2.412)    2.412
   2.498   (  -0.000    0.000    2.412)    2.412
   2.501   (   0.000    0.000    4.310)    4.310
   2.635   (   0.000    0.000   -1.342)    1.342
   2.635   (  -0.000    0.000   -1.342)    1.342
   2.662   (   0.000    0.000   -7.579)    7.579
   2.781   (   0.000    0.000    2.262)    2.262
   2.811   (   0.000    0.000    3.579)    3.579
   2.811   (   0.000    0.000    3.579)    3.579
   2.830   (  -0.000    0.000   -3.306)    3.306
   2.918   (  -0.000    0.000    3.418)    3.418
   2.918   (   0.000    0.000    3.418)    3.418
   2.964   (   0.000   -0.000    0.190)    0.190
   2.998   (  -0.000   -0.000    4.430)    4.430
   3.099   (   0.000    0.000    8.619)    8.619
   3.160   (  -0.000    0.000   -6.484)    6.484
   3.168   (   0.000    0.000   -3.162)    3.162
   3.219   (   0.000    0.000   -1.872)    1.872
   3.219   (  -0.000    0.000   -1.872)    1.872
   3.306   (   0.000   -0.000    4.175)    4.175
   3.317   (   0.000    0.000    1.005)    1.005
   3.359   (   0.000    0.000    1.871)    1.871
   3.359   (   0.000    0.000    1.871)    1.871
   3.380   (   0.000    0.000    3.670)    3.670
   3.442   (  -0.000    0.000    0.533)    0.533
   3.606   (   0.000    0.000    4.259)    4.259
   3.619   (   0.000    0.000   -8.973)    8.973
   3.619   (   0.000    0.000   -8.973)    8.973
   3.731   (   0.000    0.000   -1.099)    1.099
   3.731   (   0.000   -0.000   -1.099)    1.099
   3.881   (   0.000    0.000    2.310)    2.310
   3.955   (  -0.000    0.000    1.766)    1.766
   3.959   (  -0.000   -0.000   -8.521)    8.521
   3.968   (   0.000    0.000    5.426)    5.426
   3.968   (   0.000    0.000    5.426)    5.426
   4.015   (  -0.000    0.000    3.302)    3.302
   4.139   (   0.000    0.000    1.365)    1.365
   4.139   (   0.000    0.000    1.365)    1.365
   4.186   (   0.000    0.000   -1.219)    1.219
   4.314   (   0.000    0.000   -0.181)    0.181
   4.382   (   0.000    0.000   -6.598)    6.598
   4.588   (   0.000    0.000    1.259)    1.259
   4.588   (   0.000   -0.000    1.259)    1.259
   4.624   (  -0.000    0.000    6.521)    6.521
   4.789   (   0.000    0.000   -1.394)    1.394
   4.873   (  -0.000    0.000    0.022)    0.022
   4.873   (  -0.000    0.000    0.022)    0.022
   4.945   (  -0.000    0.000   -1.343)    1.343
   5.264   (  -0.000    0.000   -3.004)    3.004
   6.085   (  -0.000    0.000   25.623)   25.623
   6.524   (  -0.000    0.000   11.758)   11.758
   6.524   (  -0.000    0.000   11.758)   11.758
   6.553   (   0.000    0.000   11.843)   11.843
   6.979   (   0.000    0.000   10.450)   10.450
   6.979   (   0.000    0.000   10.450)   10.450
   7.261   (  -0.000    0.000    0.113)    0.113
   7.404   (   0.000    0.000    2.195)    2.195
   7.404   (   0.000    0.000    2.195)    2.195
   7.419   (  -0.000    0.000   -2.207)    2.207
   7.443   (   0.000   -0.000    3.130)    3.130
   7.509   (   0.000    0.000    1.704)    1.704
   7.509   (   0.000   -0.000    1.704)    1.704
   7.547   (   0.000    0.000   -2.536)    2.536
   7.547   (   0.000   -0.000    1.486)    1.486
   7.830   (   0.000    0.000    3.087)    3.087
   7.956   (  -0.000    0.000    0.787)    0.787
   8.036   (   0.000    0.000   -0.803)    0.803
   8.177   (  -0.000    0.000   -1.612)    1.612
   8.177   (   0.000    0.000   -1.612)    1.612
   8.228   (  -0.000    0.000    0.341)    0.341
   8.258   (  -0.000    0.000   -0.934)    0.934
   8.258   (  -0.000    0.000   -0.934)    0.934
   8.287   (   0.000    0.000   -3.585)    3.585
   8.532   (  -0.000    0.000    0.898)    0.898
   8.537   (   0.000    0.000   -1.945)    1.945
   8.537   (   0.000    0.000   -1.945)    1.945
   8.618   (   0.000    0.000   -3.325)    3.325
   8.635   (   0.000    0.000   -1.263)    1.263
   8.635   (   0.000    0.000   -1.263)    1.263
   8.867   (   0.000    0.000   -1.127)    1.127
   8.942   (  -0.000    0.000   -2.538)    2.538
   9.126   (   0.000    0.000    1.658)    1.658
   9.263   (   0.000    0.000   -1.990)    1.990
   9.283   (   0.000    0.000   -2.600)    2.600
   9.377   (   0.000    0.000   -0.159)    0.159
   9.377   (  -0.000    0.000   -0.159)    0.159
   9.411   (  -0.000    0.000    1.081)    1.081
   9.453   (  -0.000    0.000   -1.468)    1.468
   9.453   (   0.000    0.000   -1.468)    1.468
   9.542   (   0.000    0.000   -1.356)    1.356
   9.701   (   0.000    0.000   -2.579)    2.579
   9.701   (   0.000    0.000   -2.579)    2.579
   9.874   (  -0.000    0.000   -2.438)    2.438
  11.323   (   0.000    0.000    0.534)    0.534
  11.342   (   0.000   -0.000    0.273)    0.273
  11.342   (   0.000    0.000    0.273)    0.273
  11.371   (   0.000    0.000   -0.127)    0.127
======================= Grid point 26 (9/28) =======================
q-point: ( 0.20  0.00  0.14)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 88
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.439   (   9.470   -8.107    9.382)   15.602
   0.524   (  12.113    2.608    9.185)   15.424
   0.674   (   0.321   -0.071    0.196)    0.383
   0.751   (   0.050    0.119    2.222)    2.226
   0.784   (  -0.669   -1.047    1.950)    2.312
   0.833   (   1.843    0.827    2.938)    3.565
   0.929   (   0.939    0.519    5.953)    6.049
   0.962   (   2.998    0.438    8.564)    9.084
   0.987   (  -2.912    2.644    3.105)    5.012
   1.013   (   2.612    1.225    9.320)    9.756
   1.048   (   1.728    0.150    6.296)    6.531
   1.070   (  -0.855    1.049    3.320)    3.585
   1.121   (   0.526   -1.904    2.169)    2.933
   1.144   (  -0.157   -0.193    0.205)    0.322
   1.159   (   0.779   -2.639    0.928)    2.904
   1.183   (  -0.611    0.118    0.944)    1.131
   1.196   (   0.091   -0.507    0.438)    0.676
   1.245   (   2.540    1.847    1.441)    3.455
   1.342   (   2.363    0.558   -2.489)    3.477
   1.427   (   1.899    0.334   -1.058)    2.199
   1.434   (  -3.375    0.450    4.277)    5.467
   1.505   (  -1.437   -1.951    1.052)    2.642
   1.520   (   1.030    2.736   -1.583)    3.325
   1.570   (  -1.459    0.555    3.082)    3.455
   1.603   (  -1.263   -0.841    0.598)    1.631
   1.617   (   1.587   -0.843    3.936)    4.327
   1.642   (  -0.646   -1.246   -0.557)    1.510
   1.667   (   0.452    1.164   -0.446)    1.326
   1.701   (  -0.722   -1.578    5.090)    5.378
   1.751   (   1.614    1.207   -1.166)    2.328
   1.760   (   0.453    0.311    2.152)    2.221
   1.787   (   0.959    0.004    3.059)    3.206
   1.883   (   0.096   -0.175    0.017)    0.200
   1.909   (   2.343    0.333    2.677)    3.573
   1.961   (  -3.212   -1.627   -1.043)    3.748
   2.043   (  -0.770    1.849   -1.217)    2.344
   2.070   (   0.782   -1.189   -0.346)    1.464
   2.125   (  -3.939   -0.050   -1.319)    4.154
   2.155   (  -0.524    0.845   -2.583)    2.768
   2.189   (  -1.837   -1.600   -1.531)    2.877
   2.207   (  -3.581    0.487    0.669)    3.675
   2.266   (   0.918    2.554    3.348)    4.309
   2.331   (  -2.953   -1.613    2.543)    4.218
   2.342   (  -0.997   -0.457    4.655)    4.783
   2.374   (   2.400   -1.612    4.629)    5.458
   2.394   (  -2.012   -0.087    0.118)    2.017
   2.424   (   0.433    0.480    2.860)    2.932
   2.497   (   2.807    0.041   -1.005)    2.982
   2.508   (   1.787   -0.168    1.551)    2.373
   2.558   (   1.506    0.240    1.586)    2.200
   2.609   (  -2.265   -0.689   -1.828)    2.991
   2.658   (   0.170    0.915   -3.953)    4.061
   2.674   (   1.435    0.813    0.993)    1.925
   2.768   (  -1.212   -2.748    2.908)    4.180
   2.807   (   0.295    2.431    2.248)    3.324
   2.844   (  -0.150    0.961    1.891)    2.126
   2.858   (   3.902   -0.737   -4.434)    5.953
   2.867   (  -2.791    0.807    4.606)    5.446
   2.903   (  -0.731   -0.682    3.375)    3.520
   2.949   (  -1.548   -0.193   -0.496)    1.637
   2.996   (  -1.103    0.192    3.801)    3.962
   3.079   (  -2.042   -0.726    1.768)    2.797
   3.158   (   1.347    2.070   -4.696)    5.305
   3.188   (   1.077   -1.032   -2.577)    2.978
   3.212   (  -0.748   -0.360   -1.829)    2.009
   3.255   (  -1.559    0.688    1.609)    2.343
   3.282   (   3.199   -0.712    1.441)    3.580
   3.312   (  -0.149    0.231    0.605)    0.664
   3.348   (  -0.013   -1.209    2.021)    2.355
   3.368   (   0.727    0.642    2.009)    2.231
   3.432   (   3.264   -0.165    1.929)    3.794
   3.473   (   1.817    0.833   -0.457)    2.051
   3.576   (  -3.671   -4.046   -5.290)    7.605
   3.582   (  -1.436    2.980   -4.301)    5.426
   3.627   (  -0.100    1.215    0.737)    1.425
   3.712   (  -1.310   -0.509   -1.020)    1.737
   3.755   (   1.936    0.353   -0.447)    2.018
   3.877   (  -2.179   -2.395   -0.460)    3.270
   3.884   (  -2.931    0.027    0.931)    3.075
   3.946   (   0.033   -0.387    2.749)    2.776
   3.962   (  -0.575    2.752    1.168)    3.045
   3.994   (  -0.103    2.603    1.632)    3.074
   4.050   (   4.366   -2.585    2.817)    5.804
   4.136   (  -0.478    1.497    3.199)    3.564
   4.138   (   0.048   -1.595    0.339)    1.631
   4.214   (   1.728   -0.662   -5.017)    5.347
   4.333   (   0.929    0.908    0.715)    1.483
   4.372   (  -0.979   -0.400   -6.334)    6.422
   4.495   (  -4.853   -0.150    3.318)    5.881
   4.546   (  -3.289    0.483    1.516)    3.653
   4.691   (   3.398   -0.560    4.100)    5.354
   4.844   (   2.261    1.020   -2.163)    3.291
   4.864   (  -0.135   -1.071   -0.147)    1.089
   4.900   (   3.041    0.633    0.533)    3.151
   4.946   (   0.254   -0.394   -0.942)    1.053
   5.231   (  -3.266    0.024   -2.727)    4.255
   6.027   (  -4.771    0.021   25.586)   26.027
   6.120   ( -19.927    0.065   37.688)   42.632
   6.560   (   3.363    0.456   11.435)   11.928
   6.600   (   6.404   -0.468   12.179)   13.768
   6.916   (  -5.596   -0.489   10.523)   11.928
   6.956   (  -2.732    0.399   10.881)   11.226
   7.276   (   1.311    0.233   -0.187)    1.345
   7.385   (  -1.499   -0.347   -0.561)    1.638
   7.417   (   0.663   -0.261    1.350)    1.527
   7.420   (   0.263    0.091    0.490)    0.563
   7.468   (   2.106    0.161    2.437)    3.225
   7.502   (  -0.498   -0.506    0.615)    0.939
   7.532   (  -0.061   -0.237   -1.278)    1.301
   7.571   (   2.227    1.268    0.593)    2.630
   7.636   (   3.151   -0.355   -0.052)    3.172
   7.836   (   0.081   -0.007    5.244)    5.245
   7.946   (  -0.440    0.012   -1.064)    1.152
   8.022   (  -1.140    0.081   -0.810)    1.401
   8.167   (  -0.786   -0.497   -1.994)    2.201
   8.184   (  -0.776    1.394   -1.464)    2.166
   8.231   (   2.753    2.258   -0.653)    3.620
   8.284   (   1.916   -4.030   -1.191)    4.619
   8.300   (   1.263   -0.153   -3.152)    3.399
   8.376   (   5.086   -0.079   -6.280)    8.081
   8.496   (  -2.968   -0.346   -1.311)    3.263
   8.532   (  -2.000   -0.914   -1.934)    2.928
   8.542   (  -1.201   -0.257   -0.902)    1.524
   8.571   (   0.844    1.210   -1.928)    2.428
   8.608   (  -2.230    4.674   -1.180)    5.311
   8.660   (   0.331   -4.076   -2.305)    4.694
   8.931   (   5.491    0.588   -0.778)    5.577
   8.971   (   3.219    0.199   -2.798)    4.270
   9.153   (   2.512    0.013    1.119)    2.749
   9.236   (  -3.470    0.151   -2.393)    4.218
   9.274   (   0.362   -0.569   -2.112)    2.217
   9.339   (  -4.585   -0.156   -0.297)    4.597
   9.373   (  -0.876    0.410   -0.101)    0.973
   9.403   (   1.449    0.140   -0.356)    1.498
   9.448   (  -0.541   -0.251   -1.310)    1.439
   9.479   (   0.949    0.130   -0.530)    1.095
   9.556   (   1.389    0.026   -1.486)    2.034
   9.685   (  -1.550   -0.227   -2.486)    2.938
   9.720   (   1.813    0.179   -2.521)    3.111
   9.861   (  -1.323   -0.008   -2.402)    2.743
  11.326   (   0.280    0.018    0.475)    0.552
  11.342   (  -0.040   -0.203    0.261)    0.333
  11.348   (   0.364    0.192   -0.110)    0.426
  11.366   (  -0.385    0.005    0.057)    0.389
======================= Grid point 27 (10/28) =======================
q-point: ( 0.40  0.00  0.14)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 88
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.616   (   5.772   -7.349    0.824)    9.381
   0.657   (   0.835    1.293    3.046)    3.413
   0.708   (   4.180    0.100    5.219)    6.687
   0.791   (   3.535    0.757   -0.317)    3.629
   0.806   (   2.145   -1.994    3.657)    4.685
   0.828   (  -1.719    0.710    3.746)    4.182
   0.873   (  -2.694   -0.740    1.762)    3.303
   0.904   (  -4.320    2.954    3.561)    6.330
   0.978   (   1.025    1.286    5.916)    6.140
   1.019   (  -2.146    1.651    6.707)    7.233
   1.081   (   1.250   -1.427    0.795)    2.057
   1.103   (  -0.925    0.221    0.791)    1.237
   1.143   (   0.750   -0.145    0.492)    0.908
   1.162   (  -0.683    0.061    0.997)    1.210
   1.182   (   0.745   -2.876    0.056)    2.971
   1.197   (  -0.380    0.237    0.142)    0.470
   1.266   (   6.361    1.000    2.739)    6.998
   1.293   (   4.512    2.412    3.436)    6.163
   1.358   (  -2.248   -1.050   -1.917)    3.136
   1.370   (  -2.912   -0.232    1.914)    3.493
   1.464   (   2.441    2.388    0.909)    3.533
   1.493   (   0.013    0.288    3.141)    3.155
   1.524   (  -1.825    0.439    3.693)    4.142
   1.538   (  -1.508    0.042   -0.357)    1.550
   1.592   (   4.423    2.896   -1.167)    5.414
   1.625   (   0.593   -0.163    1.872)    1.970
   1.640   (  -0.012   -1.729    2.422)    2.976
   1.691   (   0.011    0.082   -0.359)    0.369
   1.737   (   1.469   -0.509    5.847)    6.050
   1.752   (   1.357    0.653   -0.059)    1.507
   1.797   (   0.619   -0.704    6.477)    6.545
   1.804   (   2.471   -0.569    1.529)    2.961
   1.869   (  -4.208   -2.931   -2.651)    5.773
   1.879   (  -1.694    0.478    1.485)    2.302
   1.940   (  -1.519    1.922    2.268)    3.338
   1.955   (  -2.047   -1.398    1.297)    2.798
   2.055   (  -0.340   -2.220    0.964)    2.444
   2.102   (  -5.363    2.384    3.802)    6.993
   2.114   (   1.016    2.261    2.049)    3.216
   2.147   (  -2.135   -2.128    1.684)    3.454
   2.203   (   3.061    1.223   -1.491)    3.617
   2.255   (  -2.712   -3.350   -0.031)    4.310
   2.296   (   1.280    2.263    0.610)    2.670
   2.329   (  -1.348   -1.448    1.726)    2.626
   2.362   (   0.367   -1.362   -0.027)    1.411
   2.390   (  -1.501    1.941    3.029)    3.899
   2.469   (   2.796   -1.422    1.920)    3.678
   2.512   (  -1.220    1.151    3.307)    3.709
   2.565   (   1.134    0.774    1.085)    1.750
   2.571   (   0.878   -2.435   -0.751)    2.695
   2.604   (   2.130    0.538   -0.055)    2.198
   2.638   (  -1.291    1.305   -0.104)    1.838
   2.708   (   1.485   -0.138    1.451)    2.081
   2.741   (  -1.695   -1.074    1.909)    2.770
   2.796   (   0.110   -1.572    2.730)    3.152
   2.822   (  -0.404    3.204    1.227)    3.455
   2.846   (  -0.828   -0.212    5.043)    5.115
   2.887   (  -2.551    1.478   -0.125)    2.951
   2.914   (   1.640   -0.095   -0.476)    1.710
   2.939   (   0.268   -0.795   -2.232)    2.385
   2.977   (   1.275    0.214    0.475)    1.377
   3.029   (  -2.847   -0.881   -0.488)    3.020
   3.186   (   0.038    0.248    0.191)    0.315
   3.190   (   0.201   -0.488   -0.685)    0.865
   3.203   (   1.144    3.005   -3.217)    4.549
   3.240   (  -1.141   -2.274   -3.413)    4.257
   3.318   (   0.732    0.630    0.659)    1.170
   3.333   (  -0.375   -0.427    0.571)    0.805
   3.366   (   3.919   -1.615   -0.068)    4.239
   3.412   (   2.713    0.552    0.175)    2.774
   3.454   (  -2.707    2.553   -4.146)    5.570
   3.486   (  -4.057   -4.009   -2.681)    6.303
   3.503   (   3.077    0.557    2.039)    3.733
   3.561   (  -2.010    2.398   -0.732)    3.213
   3.643   (   2.475    0.965    2.943)    3.965
   3.691   (  -1.421   -2.385   -0.437)    2.810
   3.793   (   1.799    1.937    0.291)    2.660
   3.826   (  -1.615   -2.185   -0.974)    2.887
   3.854   (  -0.736   -1.455    4.380)    4.674
   3.883   (  -3.700    2.540    4.967)    6.694
   3.986   (   2.035   -2.019   -1.032)    3.047
   4.016   (  -0.040    3.856   -1.462)    4.124
   4.106   (   1.050   -0.382    2.372)    2.622
   4.128   (  -0.299   -0.976   -0.034)    1.021
   4.179   (   4.248   -1.587    1.760)    4.864
   4.241   (   0.348   -0.092   -4.869)    4.882
   4.311   (  -2.073    1.738    0.604)    2.772
   4.335   (  -2.781   -0.513   -4.361)    5.198
   4.453   (   0.633    0.008    2.214)    2.303
   4.485   (  -2.415    0.053    1.704)    2.957
   4.756   (   3.144   -0.782    2.611)    4.161
   4.815   (  -2.640    0.845    1.053)    2.965
   4.896   (   1.618   -1.126   -1.611)    2.546
   4.923   (  -0.880    1.238   -1.393)    2.061
   5.020   (   6.181   -0.519   -0.488)    6.222
   5.141   (  -5.494    0.147   -1.885)    5.810
   5.918   (  -2.702    0.105   32.493)   32.605
   5.937   (  -3.545   -0.057   27.407)   27.636
   6.654   (   5.831    0.335   11.103)   12.546
   6.741   (   6.708   -0.353   11.829)   13.603
   6.786   (  -6.399   -0.315   10.976)   12.709
   6.872   (  -5.466    0.249   11.441)   12.682
   7.309   (   1.948    0.622   -0.795)    2.194
   7.350   (  -1.997   -0.675   -1.231)    2.441
   7.425   (   0.255   -0.062    1.472)    1.495
   7.427   (   0.233    0.120    1.229)    1.257
   7.496   (   0.043    0.445   -0.310)    0.544
   7.499   (   0.222   -1.252    0.600)    1.406
   7.540   (   1.624   -0.331   -0.749)    1.819
   7.580   (  -1.563    1.442   -1.406)    2.550
   7.708   (   4.756   -0.247    6.588)    8.129
   7.799   (  -3.709   -0.039    7.485)    8.354
   7.960   (   1.654    0.016   -2.429)    2.938
   7.995   (  -1.590    0.113   -1.315)    2.066
   8.156   (  -0.148   -0.767   -1.985)    2.133
   8.164   (  -0.850    1.318   -1.585)    2.230
   8.298   (   2.740    2.920   -1.814)    4.396
   8.316   (   0.708   -3.079   -1.924)    3.699
   8.337   (   2.815   -0.418   -2.043)    3.503
   8.409   (  -2.962   -0.939   -2.541)    4.014
   8.441   (   0.185   -1.523   -2.670)    3.080
   8.472   (  -2.483    0.685   -2.071)    3.305
   8.536   (   0.321   -2.304   -0.402)    2.361
   8.561   (  -2.060    4.233   -1.046)    4.822
   8.613   (   2.141    3.806   -2.264)    4.919
   8.649   (  -1.326   -4.679   -2.281)    5.371
   9.050   (   5.389    1.023   -2.905)    6.207
   9.069   (   6.549    0.309   -1.023)    6.635
   9.151   (  -4.550   -0.122   -2.828)    5.358
   9.200   (  -3.629   -0.615   -0.406)    3.703
   9.229   (   0.577    0.124   -0.116)    0.601
   9.281   (  -1.904   -0.930   -0.725)    2.239
   9.368   (   0.933    1.600   -1.052)    2.130
   9.401   (  -1.676   -0.810   -1.797)    2.587
   9.457   (   1.395   -0.357    0.229)    1.458
   9.480   (  -0.732    0.354   -0.045)    0.814
   9.595   (   2.360    0.207   -1.833)    2.995
   9.644   (  -2.423   -0.322   -2.213)    3.297
   9.768   (   2.769    0.150   -2.404)    3.670
   9.822   (  -2.434   -0.060   -2.361)    3.391
  11.333   (   0.376    0.116    0.363)    0.536
  11.339   (  -0.223   -0.254    0.275)    0.435
  11.354   (   0.244    0.217   -0.082)    0.337
  11.359   (  -0.313   -0.067    0.035)    0.322
======================= Grid point 31 (11/28) =======================
q-point: ( 0.20  0.20  0.14)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 88
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.483   (   0.679   10.371    5.223)   11.632
   0.642   (   6.368    8.388    9.522)   14.198
   0.682   (   0.379    0.963    0.838)    1.331
   0.734   (   0.941   -1.075    1.447)    2.034
   0.786   (  -1.016    1.140    2.437)    2.876
   0.833   (   0.775    0.240    3.533)    3.625
   0.927   (  -2.001   -1.223    2.758)    3.620
   0.946   (   0.387   -4.305    3.533)    5.582
   0.970   (   0.826   -1.970    2.429)    3.235
   1.027   (  -0.007   -0.137    4.745)    4.747
   1.079   (   0.409    0.707    3.258)    3.358
   1.113   (   2.766    2.118    3.480)    4.924
   1.133   (   6.858    5.422    8.405)   12.127
   1.149   (   0.725    0.179    0.854)    1.135
   1.176   (  -0.623   -0.872    1.402)    1.765
   1.182   (  -2.590    2.502    1.688)    3.977
   1.190   (   0.453    1.541    1.610)    2.274
   1.265   (   3.895    0.088    2.100)    4.426
   1.326   (   0.149   -1.216   -3.371)    3.587
   1.422   (  -0.178   -0.796    4.261)    4.338
   1.443   (   0.341   -1.625   -0.429)    1.715
   1.458   (  -2.844   -0.527   -1.569)    3.291
   1.526   (   0.636   -2.054   -0.350)    2.179
   1.587   (   1.701   -1.441    5.582)    6.011
   1.597   (  -1.485    1.702    0.366)    2.289
   1.629   (   0.716   -0.448    0.252)    0.882
   1.657   (  -3.046    2.509   -0.261)    3.955
   1.669   (   1.698    1.464    4.082)    4.657
   1.684   (   1.695    0.317    5.382)    5.651
   1.757   (   0.240    0.801    3.297)    3.401
   1.759   (   0.497   -0.424   -0.591)    0.881
   1.819   (   1.672    1.058    2.433)    3.135
   1.889   (  -0.212    0.437   -1.088)    1.192
   1.915   (   0.578   -0.381    3.161)    3.236
   1.938   (  -3.655   -0.010   -2.744)    4.571
   2.022   (   0.232   -1.709    0.948)    1.968
   2.051   (  -6.876   -5.188   -2.341)    8.926
   2.110   (  -0.307   -2.767    0.383)    2.811
   2.125   (   0.838    1.840   -0.454)    2.072
   2.189   (   0.049    0.194   -0.648)    0.678
   2.204   (  -1.931   -0.657    1.688)    2.648
   2.233   (  -0.677   -3.182    2.947)    4.390
   2.321   (  -1.617   -1.833    2.854)    3.757
   2.342   (   0.399    3.158    0.594)    3.238
   2.390   (  -0.167    0.085    4.165)    4.169
   2.393   (  -1.302    0.679   -0.636)    1.600
   2.449   (   3.428    2.632    3.687)    5.681
   2.517   (   1.813    1.877   -0.403)    2.641
   2.530   (   0.880    1.172    2.567)    2.956
   2.564   (   1.833    1.995    1.062)    2.910
   2.629   (  -1.717   -0.134   -3.064)    3.515
   2.658   (   1.892    0.002   -1.649)    2.509
   2.683   (   2.195   -0.160    0.998)    2.417
   2.744   (  -3.382    0.607    3.587)    4.967
   2.811   (  -0.743   -2.205   -1.040)    2.549
   2.823   (  -0.788   -2.827    2.899)    4.126
   2.837   (   0.202   -1.570    4.181)    4.471
   2.885   (  -0.031   -0.241    2.317)    2.329
   2.892   (   0.350    1.644   -1.079)    1.997
   2.935   (  -0.741   -0.557   -1.798)    2.023
   3.003   (   0.124   -0.288    3.409)    3.423
   3.076   (  -1.726    0.055   -0.250)    1.744
   3.130   (   0.422   -1.372   -5.834)    6.008
   3.183   (   0.218   -0.569   -1.405)    1.531
   3.237   (  -1.090    0.121   -0.532)    1.219
   3.265   (   2.587   -0.736    0.448)    2.727
   3.292   (  -1.677    2.296    1.461)    3.196
   3.312   (   0.375    0.681    2.315)    2.442
   3.333   (   0.808    0.466   -0.898)    1.295
   3.410   (  -0.814    3.064    0.686)    3.243
   3.420   (   3.294   -0.471    3.052)    4.515
   3.475   (  -1.102   -2.421   -2.444)    3.612
   3.519   (  -1.449   -0.207   -1.191)    1.887
   3.615   (   0.194    0.963    0.527)    1.115
   3.638   (   1.611   -1.683   -4.468)    5.039
   3.704   (  -2.312   -0.228   -0.684)    2.421
   3.760   (   1.063    0.071   -1.529)    1.864
   3.841   (  -3.251   -0.589    0.178)    3.309
   3.861   (  -2.623   -1.686    5.264)    6.119
   3.931   (   0.658   -0.585    0.876)    1.242
   3.976   (   1.707   -0.880    1.677)    2.550
   4.002   (   2.101   -1.216    1.397)    2.801
   4.077   (  -2.143    1.678    1.205)    2.977
   4.116   (   1.971    1.647    1.350)    2.902
   4.145   (  -0.893   -0.277    0.697)    1.166
   4.235   (   1.118    2.652   -3.700)    4.687
   4.319   (  -0.619   -2.231   -2.389)    3.327
   4.391   (   0.882    0.975   -3.103)    3.370
   4.441   (  -2.930   -2.972    3.374)    5.367
   4.546   (  -1.016   -1.518    1.074)    2.119
   4.713   (   1.360    2.587    3.648)    4.675
   4.833   (   0.097   -1.259   -2.216)    2.550
   4.883   (  -0.809    1.541   -0.040)    1.741
   4.910   (   2.865   -0.020    0.472)    2.903
   4.956   (   0.811    2.177   -0.721)    2.432
   5.202   (  -2.734   -2.817   -2.432)    4.618
   5.989   (  -5.976   -6.397   33.587)   34.709
   5.998   (  -4.702   -4.404   28.797)   29.509
   6.543   (   0.890    0.676   12.190)   12.241
   6.692   (   6.216    6.452   11.382)   14.485
   6.835   (  -5.977   -5.689   11.685)   14.305
   6.974   (  -0.213   -0.326   10.198)   10.205
   7.275   (   0.371   -0.141   -1.174)    1.239
   7.398   (  -0.871    0.613   -0.540)    1.194
   7.407   (   0.363   -0.233    1.178)    1.254
   7.420   (  -0.035    0.000    1.307)    1.307
   7.458   (   0.107    0.133    0.566)    0.591
   7.508   (  -0.008    0.652    1.408)    1.552
   7.536   (   0.138    0.348   -1.649)    1.691
   7.608   (   3.692   -0.349    3.074)    4.817
   7.637   (  -0.640    1.982    0.397)    2.121
   7.832   (  -0.920   -0.888    6.685)    6.806
   7.946   (   0.294    0.238   -2.202)    2.235
   8.014   (  -0.575   -0.739   -0.758)    1.205
   8.163   (   0.558   -2.265   -0.859)    2.486
   8.181   (  -1.859    1.298   -1.511)    2.725
   8.224   (   2.567   -0.304   -2.647)    3.700
   8.305   (   0.161    1.163   -2.340)    2.618
   8.312   (   0.413    2.356   -1.213)    2.681
   8.411   (   0.634    2.327   -4.383)    5.003
   8.469   (  -2.362   -1.421   -2.709)    3.865
   8.525   (  -2.386   -0.767   -0.672)    2.595
   8.535   (  -0.849   -0.413   -0.838)    1.263
   8.567   (   0.561   -3.698   -2.276)    4.378
   8.610   (   4.839    2.110   -3.312)    6.232
   8.711   (   0.296    4.081   -1.679)    4.423
   8.956   (   3.525    1.826   -1.400)    4.210
   8.985   (   2.199    1.850   -2.047)    3.529
   9.172   (   1.560    1.405    0.254)    2.115
   9.209   (  -2.605   -2.518   -2.110)    4.192
   9.267   (  -1.277   -0.055   -1.694)    2.122
   9.304   (  -2.805   -2.514   -0.396)    3.787
   9.380   (   0.294   -1.415    0.144)    1.452
   9.410   (   0.332    0.611   -1.146)    1.340
   9.428   (  -0.703   -0.018   -0.702)    0.993
   9.494   (   0.597    0.381   -0.632)    0.949
   9.569   (   1.417    1.299   -1.603)    2.503
   9.698   (  -1.094    0.831   -2.489)    2.843
   9.709   (   1.197   -0.586   -2.435)    2.776
   9.847   (  -1.349   -1.317   -2.318)    2.988
  11.329   (   0.279    0.218    0.407)    0.540
  11.342   (  -0.182    0.202    0.256)    0.374
  11.351   (   0.362    0.009   -0.141)    0.389
  11.363   (  -0.280   -0.273    0.076)    0.398
======================= Grid point 32 (12/28) =======================
q-point: ( 0.40  0.20  0.14)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 88
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.534   (   3.703    3.605    2.045)    5.558
   0.693   (   0.384    1.232    3.204)    3.455
   0.738   (   3.577    2.838    3.975)    6.054
   0.786   (   2.358   -0.090    2.457)    3.407
   0.806   (   4.319    1.492    4.919)    6.714
   0.843   (  -0.101    1.147    4.415)    4.563
   0.872   (  -3.268    0.237    1.369)    3.551
   0.931   (  -1.904   -0.884    4.479)    4.947
   0.995   (   1.424   -0.442    4.394)    4.640
   1.052   (   0.807   -0.190    1.359)    1.592
   1.083   (  -3.458    1.790    1.051)    4.033
   1.093   (   1.819   -0.966    1.853)    2.771
   1.137   (   0.277   -1.031    0.983)    1.452
   1.150   (   0.204   -0.054    0.500)    0.542
   1.165   (  -0.658    0.291    1.285)    1.472
   1.185   (   1.194   -0.962    1.160)    1.923
   1.287   (   2.117    1.032    1.137)    2.614
   1.315   (  -1.562   -1.948   -1.189)    2.766
   1.344   (   2.264    1.651    0.718)    2.893
   1.390   (  -1.271    1.775    1.361)    2.573
   1.436   (  -1.578   -3.402    0.812)    3.837
   1.439   (  -0.546   -4.076    2.229)    4.678
   1.538   (  -0.416   -1.099   -0.184)    1.189
   1.571   (  -1.932    2.466    0.524)    3.176
   1.615   (  -1.141    0.305   -1.438)    1.861
   1.636   (   1.935    0.968    4.527)    5.018
   1.652   (   2.217   -1.221    0.940)    2.700
   1.691   (  -3.352   -0.737    1.539)    3.761
   1.723   (   1.677   -0.931    8.242)    8.462
   1.745   (   1.254    0.755    1.609)    2.175
   1.796   (   4.501    2.411    1.982)    5.477
   1.819   (  -1.099    0.133   -0.173)    1.121
   1.850   (   0.187    1.722    4.192)    4.536
   1.906   (  -1.751    1.275   -1.496)    2.632
   1.914   (  -0.837   -0.893    2.648)    2.917
   1.955   (   0.448   -0.242    1.415)    1.504
   2.020   (  -1.196   -0.857    1.088)    1.830
   2.080   (  -1.687   -3.959    2.651)    5.055
   2.139   (  -1.093    1.727    3.338)    3.914
   2.157   (  -1.142    0.760    1.241)    1.850
   2.197   (  -1.333   -1.884    0.208)    2.318
   2.233   (   3.668    1.849    2.345)    4.730
   2.287   (  -1.412   -2.336   -3.316)    4.295
   2.323   (  -2.111    1.044    2.968)    3.789
   2.386   (   1.220    3.647    1.493)    4.125
   2.434   (   2.226    0.811    1.631)    2.876
   2.483   (   0.513    2.634    2.558)    3.707
   2.525   (   0.121   -0.491    1.419)    1.507
   2.564   (  -2.037    2.007    0.126)    2.863
   2.588   (   2.682    1.663    1.414)    3.458
   2.626   (   1.914    1.161   -0.061)    2.239
   2.676   (  -2.261    1.925    2.086)    3.629
   2.703   (   2.060   -0.738    0.012)    2.188
   2.715   (   0.568   -0.111    0.289)    0.647
   2.757   (  -2.608   -2.147    0.704)    3.451
   2.803   (  -0.639   -3.335    2.809)    4.407
   2.849   (  -1.416   -2.014    1.426)    2.845
   2.866   (  -1.235   -1.198    2.513)    3.046
   2.902   (   0.474    0.035    1.694)    1.760
   2.963   (   1.817    0.064   -5.283)    5.587
   3.003   (   0.707    1.647   -0.030)    1.793
   3.030   (  -2.165    2.075   -0.750)    3.091
   3.147   (   0.877   -1.538   -2.678)    3.210
   3.184   (  -1.676   -1.682   -3.432)    4.173
   3.223   (   1.179   -0.571   -0.865)    1.570
   3.249   (  -1.416    0.704    1.497)    2.177
   3.305   (   0.948   -1.542   -0.822)    1.988
   3.322   (  -0.550   -0.908    0.307)    1.105
   3.345   (   1.303    0.782    0.754)    1.696
   3.414   (  -1.259   -2.175    0.165)    2.518
   3.444   (   1.726    1.323   -0.664)    2.274
   3.489   (   2.613    0.501    0.623)    2.733
   3.507   (  -0.786    0.560   -0.914)    1.330
   3.613   (  -3.275    2.287   -4.182)    5.783
   3.644   (  -0.389   -0.735    2.457)    2.594
   3.672   (   1.802    0.115    1.863)    2.595
   3.749   (  -0.607   -3.077   -1.331)    3.407
   3.795   (  -2.326   -2.073    4.790)    5.714
   3.847   (   1.050   -0.420    2.702)    2.929
   3.943   (  -1.155   -0.500   -2.631)    2.916
   3.960   (  -0.757    2.811    3.653)    4.671
   4.044   (   0.615   -2.298    1.429)    2.775
   4.083   (   2.763   -0.580    2.595)    3.835
   4.117   (  -1.552    0.660   -0.147)    1.693
   4.140   (   0.613   -0.720   -2.102)    2.305
   4.272   (   2.535    1.595   -1.051)    3.175
   4.291   (  -1.900   -1.957   -2.334)    3.590
   4.373   (  -1.579    0.594   -1.672)    2.375
   4.434   (   0.359    1.435    1.350)    2.003
   4.510   (  -1.508    0.805    0.379)    1.750
   4.748   (   2.150    0.244    2.092)    3.010
   4.823   (  -1.650   -1.138   -0.198)    2.014
   4.878   (   0.728    0.405   -0.978)    1.285
   4.931   (  -0.627   -0.589   -0.229)    0.890
   5.018   (   4.690    0.433   -0.539)    4.741
   5.129   (  -4.163   -1.196   -1.613)    4.622
   5.905   (  -0.911   -0.858   30.996)   31.021
   5.931   (  -2.839   -0.479   26.802)   26.956
   6.600   (   4.517   -2.948   12.464)   13.581
   6.707   (  -6.166   -4.891   11.952)   14.310
   6.823   (   6.182    5.367   10.903)   13.634
   6.930   (  -3.980    3.076   10.220)   11.390
   7.285   (   0.268   -1.975   -2.360)    3.089
   7.375   (  -0.598    2.016    0.292)    2.123
   7.417   (   0.074   -0.870    0.941)    1.284
   7.420   (   0.095   -0.401    1.728)    1.776
   7.470   (   0.782   -0.791   -0.111)    1.118
   7.514   (   0.581    0.582    1.193)    1.450
   7.542   (   0.730    0.659   -1.921)    2.158
   7.599   (  -2.575   -0.095    0.022)    2.577
   7.699   (   4.667   -0.327    6.242)    7.801
   7.786   (  -3.420   -1.247    7.375)    8.225
   7.963   (   1.019    0.180   -2.290)    2.513
   8.000   (  -0.791    0.336   -0.762)    1.148
   8.142   (  -1.300    0.370   -1.782)    2.237
   8.185   (   0.914   -2.082   -1.641)    2.805
   8.252   (   0.016   -0.472   -3.221)    3.256
   8.313   (   0.668    0.041   -1.573)    1.709
   8.349   (   2.535    0.870   -1.574)    3.108
   8.395   (  -1.743   -1.742   -1.663)    2.973
   8.437   (   0.322    2.005   -2.460)    3.190
   8.488   (  -1.359    0.429   -0.951)    1.713
   8.521   (  -0.490   -0.061   -1.102)    1.208
   8.570   (  -0.282   -2.713   -2.379)    3.619
   8.684   (  -1.250    6.910   -1.909)    7.277
   8.700   (   2.694    4.745   -2.518)    6.009
   9.049   (   4.373   -1.290   -2.964)    5.438
   9.062   (   5.215   -0.601   -1.260)    5.399
   9.127   (  -4.243   -2.082   -2.614)    5.401
   9.177   (  -5.371   -1.915   -1.066)    5.801
   9.230   (   1.850    0.576   -0.434)    1.985
   9.284   (  -0.059    1.066    0.393)    1.137
   9.376   (  -1.961   -1.285   -1.157)    2.614
   9.383   (  -0.171   -0.976   -0.569)    1.143
   9.452   (   1.646    0.660   -0.728)    1.918
   9.492   (  -0.756    0.335   -0.251)    0.865
   9.610   (   2.473    1.318   -2.018)    3.453
   9.656   (  -2.371    1.584   -2.205)    3.605
   9.753   (   2.432   -1.604   -2.528)    3.857
   9.809   (  -2.290   -1.252   -2.078)    3.336
  11.336   (   0.266    0.154    0.227)    0.382
  11.339   (   0.036    0.190    0.339)    0.390
  11.355   (  -0.152   -0.046    0.068)    0.173
  11.357   (  -0.077   -0.154   -0.110)    0.204
======================= Grid point 33 (13/28) =======================
q-point: (-0.40  0.20  0.14)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 88
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.594   (   0.928   -0.221    0.589)    1.121
   0.696   (   0.006    0.806    3.757)    3.842
   0.749   (  -3.862   -0.002    0.418)    3.884
   0.762   (  -2.239    2.079    3.054)    4.320
   0.838   (   0.875    2.240    3.456)    4.210
   0.879   (  -2.068    1.207    3.593)    4.318
   0.889   (   1.242    1.047    4.304)    4.601
   0.899   (   3.049    1.003    2.574)    4.114
   0.952   (  -6.373   -1.233    3.345)    7.302
   1.018   (   0.423    1.179    5.969)    6.099
   1.086   (   2.143   -1.534    0.260)    2.648
   1.106   (  -0.803    1.034    1.534)    2.017
   1.151   (  -0.354    0.426    0.470)    0.726
   1.158   (   0.522   -0.765    0.893)    1.287
   1.175   (   1.505   -1.142    0.499)    1.954
   1.213   (   0.099   -1.070    1.716)    2.025
   1.271   (  -1.636    1.405   -0.281)    2.174
   1.304   (  -5.813    0.026    1.925)    6.124
   1.315   (  -0.051   -0.264    0.765)    0.810
   1.386   (   0.841    0.971    2.319)    2.651
   1.426   (   0.920   -0.787   -0.765)    1.432
   1.460   (   3.849   -1.404    3.142)    5.163
   1.476   (  -2.741   -3.968   -0.231)    4.828
   1.548   (   0.782    1.869    5.067)    5.457
   1.599   (   0.596    1.389    0.101)    1.515
   1.636   (  -1.023    0.699   -0.146)    1.247
   1.660   (   0.175   -0.387    2.100)    2.142
   1.688   (   0.121    0.184    3.669)    3.675
   1.739   (  -0.199   -0.431    3.629)    3.660
   1.774   (  -3.174    2.070    1.987)    4.278
   1.799   (  -2.561    0.394    2.743)    3.773
   1.821   (   3.113   -1.677    1.655)    3.904
   1.877   (  -0.417   -0.440    3.448)    3.501
   1.891   (  -0.146    0.835    0.591)    1.033
   1.934   (   4.571    2.500   -1.595)    5.449
   1.963   (  -1.154   -0.350    0.573)    1.335
   2.012   (   0.471   -4.271    1.180)    4.456
   2.070   (   0.942   -1.807    2.671)    3.360
   2.130   (   2.149    2.612    3.286)    4.716
   2.159   (   0.190   -0.085    1.094)    1.113
   2.186   (  -0.109   -0.855    0.162)    0.877
   2.268   (  -2.741    0.313    1.349)    3.071
   2.285   (   1.326   -3.240   -1.124)    3.677
   2.339   (   4.620    2.767    1.648)    5.632
   2.395   (  -0.597    2.862    2.479)    3.833
   2.408   (  -2.566    1.027   -0.518)    2.812
   2.502   (  -1.085    1.456    2.759)    3.304
   2.532   (   0.183    1.030    1.825)    2.103
   2.558   (   1.144    1.771    2.652)    3.388
   2.593   (  -1.050   -1.074    0.844)    1.723
   2.619   (  -1.762    2.249   -0.222)    2.866
   2.663   (  -0.331    3.734   -0.303)    3.761
   2.711   (  -0.837    0.046   -0.189)    0.859
   2.733   (   0.162   -4.175    1.039)    4.305
   2.750   (   2.820   -0.244    2.468)    3.755
   2.808   (  -0.480   -2.004    2.232)    3.038
   2.825   (  -0.482   -1.611    1.158)    2.042
   2.854   (   1.886   -0.541    2.492)    3.172
   2.896   (   0.013   -0.636    2.531)    2.610
   2.957   (  -1.667   -0.190   -5.332)    5.590
   3.006   (  -0.659    2.295    1.742)    2.956
   3.046   (   2.550    0.785   -2.691)    3.790
   3.139   (  -1.755   -1.865   -6.498)    6.984
   3.167   (   0.989   -0.379   -0.495)    1.169
   3.233   (  -0.270    0.084    1.024)    1.063
   3.253   (   0.828    0.126   -1.390)    1.623
   3.310   (  -0.261   -1.237    0.661)    1.427
   3.312   (   0.230   -1.432    0.475)    1.527
   3.373   (   0.457   -1.400    0.027)    1.473
   3.417   (  -1.976    0.279   -0.165)    2.003
   3.425   (   1.186    0.697    0.216)    1.393
   3.489   (  -2.868   -0.140    1.760)    3.368
   3.529   (  -1.498   -0.517   -0.480)    1.656
   3.567   (   3.859    3.449   -4.440)    6.819
   3.632   (  -0.721    0.442    2.158)    2.317
   3.708   (  -0.218   -2.517    0.721)    2.628
   3.762   (   0.874    0.285   -1.648)    1.887
   3.786   (   2.622   -3.207    5.851)    7.169
   3.852   (  -0.050   -1.485    2.649)    3.038
   3.927   (   0.187    0.501   -1.030)    1.161
   3.964   (   0.393    2.197    1.583)    2.736
   4.015   (  -2.493    0.752    0.266)    2.617
   4.082   (  -0.731   -1.952    2.471)    3.233
   4.136   (   1.272   -1.197    1.310)    2.183
   4.159   (  -0.328   -0.589   -1.794)    1.916
   4.272   (   1.082   -0.367   -0.934)    1.476
   4.296   (  -2.226    0.582   -3.445)    4.143
   4.356   (   1.909    0.898   -0.708)    2.225
   4.432   (  -0.280    0.948    0.152)    1.000
   4.511   (   1.296    0.975    1.565)    2.254
   4.768   (  -2.184    0.278    1.313)    2.564
   4.802   (   1.527   -0.984    0.095)    1.819
   4.898   (   0.928    0.029   -0.887)    1.284
   4.910   (  -1.213   -0.253   -0.118)    1.245
   5.028   (  -4.256    0.150   -0.681)    4.312
   5.126   (   4.356   -1.150   -1.555)    4.766
   5.904   (   0.874   -0.782   30.905)   30.927
   5.932   (   2.825   -0.517   26.871)   27.024
   6.597   (  -4.432   -2.797   12.217)   13.294
   6.711   (   6.161   -5.114   12.233)   14.621
   6.825   (  -6.189    5.245   10.822)   13.525
   6.929   (   4.009    3.225   10.376)   11.581
   7.280   (  -0.550   -1.639   -2.242)    2.831
   7.381   (   1.011    1.640   -0.193)    1.936
   7.416   (  -0.172   -0.851    1.151)    1.442
   7.420   (  -0.023   -0.352    1.714)    1.749
   7.473   (  -0.600   -1.075   -0.503)    1.330
   7.526   (   0.000    0.484    1.189)    1.284
   7.545   (  -1.731    0.308    0.135)    1.764
   7.573   (   1.956    0.736   -1.366)    2.496
   7.705   (  -3.991   -0.429    6.073)    7.280
   7.787   (   3.457   -1.268    7.302)    8.178
   7.962   (  -1.067    0.173   -2.172)    2.426
   7.999   (   0.709    0.427   -0.942)    1.254
   8.134   (   0.471   -0.064   -1.060)    1.162
   8.197   (   0.254   -0.652   -2.208)    2.316
   8.237   (  -1.373   -0.613   -2.751)    3.135
   8.326   (   0.095   -0.329   -1.347)    1.390
   8.335   (  -1.569   -0.251   -2.403)    2.880
   8.418   (   1.930   -1.555   -1.320)    2.808
   8.464   (  -0.662    0.734   -2.244)    2.452
   8.476   (   2.630    0.716   -1.505)    3.114
   8.519   (   0.385   -0.490   -1.788)    1.894
   8.556   (  -0.890   -1.158   -1.786)    2.307
   8.647   (  -1.723    7.273   -2.636)    7.925
   8.744   (   0.783    4.446   -2.034)    4.951
   9.025   (  -4.779   -0.970   -2.584)    5.519
   9.054   (  -4.864   -0.696   -1.041)    5.023
   9.132   (   3.766   -1.949   -2.897)    5.135
   9.193   (   5.531   -2.422   -0.912)    6.106
   9.225   (  -2.065    0.911   -0.126)    2.260
   9.307   (   0.243    1.071   -0.131)    1.106
   9.340   (   0.485   -0.825   -0.848)    1.279
   9.397   (   1.034   -1.538   -0.887)    2.054
   9.459   (  -1.601    0.566   -0.417)    1.749
   9.487   (   0.848    0.464   -0.481)    1.080
   9.605   (  -2.224    1.363   -2.001)    3.287
   9.665   (   2.444    1.650   -2.234)    3.699
   9.748   (  -2.635   -1.735   -2.480)    4.013
   9.810   (   2.196   -1.252   -2.108)    3.291
  11.334   (  -0.240    0.189    0.318)    0.442
  11.347   (   0.379    0.349    0.086)    0.522
  11.348   (  -0.342   -0.250    0.130)    0.443
  11.359   (   0.118   -0.136    0.003)    0.179
======================= Grid point 37 (14/28) =======================
q-point: ( 0.40  0.40  0.14)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 88
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.646   (   2.449    3.046   -0.380)    3.927
   0.701   (   0.058    0.264    2.970)    2.982
   0.797   (   2.867    1.102    1.666)    3.494
   0.800   (   3.519    2.761    1.332)    4.667
   0.858   (  -1.114    1.323    4.473)    4.796
   0.888   (  -1.774    2.005    2.318)    3.541
   0.894   (   0.575    1.563    3.872)    4.215
   0.904   (   0.439   -1.026    3.219)    3.407
   0.957   (   2.555    0.303    2.219)    3.397
   1.035   (  -2.637   -3.886    2.067)    5.131
   1.082   (   1.771   -0.179    1.375)    2.249
   1.112   (  -0.422    1.524    0.254)    1.601
   1.131   (   1.274    1.496    2.078)    2.860
   1.154   (   0.158    0.787    1.088)    1.353
   1.174   (   0.521   -0.015    1.958)    2.026
   1.188   (  -1.106    3.446    4.476)    5.756
   1.246   (  -0.268   -3.417   -1.637)    3.798
   1.296   (   0.032   -3.619    0.506)    3.654
   1.343   (  -1.976    0.478    1.666)    2.629
   1.366   (  -2.916   -3.876    1.429)    5.057
   1.401   (   1.142    0.398    1.334)    1.800
   1.420   (  -1.447    2.199    2.053)    3.339
   1.473   (   0.367   -4.882   -0.011)    4.896
   1.556   (  -6.021   -4.245    1.223)    7.468
   1.601   (   1.589    0.640    1.760)    2.456
   1.625   (  -0.562    0.165    2.015)    2.099
   1.648   (  -1.849   -0.921    2.125)    2.964
   1.675   (   0.564    0.311   -1.866)    1.974
   1.730   (   1.522    1.424   10.054)   10.268
   1.810   (   0.921    2.779    0.573)    2.983
   1.818   (   1.065    0.344    3.553)    3.725
   1.829   (   2.641    0.711    2.260)    3.548
   1.896   (   1.051    1.453   -1.159)    2.135
   1.928   (  -1.863    1.801    1.275)    2.888
   1.934   (   1.814   -0.195    0.417)    1.871
   1.948   (  -0.770    0.227   -0.288)    0.853
   1.995   (   1.865   -1.908    2.551)    3.691
   2.022   (  -2.773   -0.969    2.918)    4.140
   2.155   (   0.081   -0.002    2.300)    2.301
   2.159   (   0.025   -0.096    2.099)    2.102
   2.193   (   1.135    1.212   -0.977)    1.926
   2.218   (  -2.118   -2.091   -1.219)    3.216
   2.310   (   3.992    3.207    2.168)    5.560
   2.374   (  -2.008    2.362    1.032)    3.268
   2.421   (   2.858   -1.239    4.290)    5.301
   2.441   (   0.265    1.431    1.800)    2.314
   2.528   (   1.521    1.198    2.970)    3.546
   2.533   (  -0.518    0.774    2.868)    3.015
   2.592   (   0.356   -0.759   -0.355)    0.910
   2.594   (   0.233   -0.372    2.761)    2.796
   2.635   (  -1.122    0.065   -1.403)    1.798
   2.666   (  -0.249    0.049    0.618)    0.667
   2.705   (   0.662   -0.784    0.573)    1.175
   2.733   (  -0.416   -0.936    0.822)    1.313
   2.748   (   0.034    0.246    1.306)    1.329
   2.754   (  -1.205    0.718   -0.598)    1.525
   2.798   (  -1.546   -2.226    0.293)    2.726
   2.872   (   0.850    1.828    0.239)    2.030
   2.886   (   1.113   -0.398    1.624)    2.009
   2.953   (   0.010   -0.247   -2.830)    2.841
   3.041   (   1.119    1.647   -1.459)    2.469
   3.058   (   0.045   -0.307   -4.411)    4.422
   3.133   (   1.298    0.553   -4.007)    4.248
   3.177   (   1.380   -1.962   -0.273)    2.414
   3.184   (  -3.787    0.809   -1.641)    4.206
   3.237   (  -2.916   -2.793   -0.409)    4.058
   3.263   (  -0.291   -0.902    1.209)    1.536
   3.302   (  -0.883   -0.822    0.219)    1.226
   3.368   (   0.740    0.472    2.998)    3.124
   3.417   (  -0.068    2.121    1.109)    2.394
   3.438   (   0.502   -1.488    1.288)    2.031
   3.482   (  -0.872   -0.736    4.035)    4.193
   3.556   (   2.476    3.575   -2.982)    5.273
   3.606   (   0.468   -2.167   -3.104)    3.814
   3.655   (  -0.633    1.596    0.558)    1.805
   3.683   (   2.420   -1.854    1.345)    3.332
   3.694   (  -2.964    0.477    1.547)    3.378
   3.764   (  -3.440   -2.521    3.742)    5.673
   3.814   (   0.215   -0.504   -0.096)    0.556
   3.917   (  -0.971   -1.255    2.504)    2.964
   4.022   (   1.399    0.463   -2.068)    2.540
   4.038   (   0.544    3.075    1.819)    3.614
   4.055   (   0.840   -0.951    3.612)    3.829
   4.130   (   1.059   -0.510    1.302)    1.755
   4.144   (  -1.397    0.674    0.544)    1.644
   4.258   (  -2.066   -1.876   -4.628)    5.404
   4.258   (  -0.983   -1.151    0.888)    1.755
   4.393   (   1.778    1.711   -2.234)    3.329
   4.483   (   2.277    1.684   -0.251)    2.843
   4.512   (  -0.636   -0.253    0.211)    0.717
   4.762   (  -0.521    0.740   -0.406)    0.992
   4.782   (  -0.533   -1.769   -1.413)    2.326
   4.902   (  -0.143    1.170    0.723)    1.383
   4.911   (   0.398   -0.971    0.779)    1.307
   5.031   (   0.308    0.567   -0.570)    0.861
   5.103   (  -0.931   -1.047   -1.024)    1.735
   5.900   (   0.376    0.348   28.450)   28.454
   5.917   (  -0.844   -0.826   26.196)   26.223
   6.573   (   0.561    0.474   13.056)   13.077
   6.617   (  -3.762   -3.665   12.985)   14.007
   6.920   (   3.800    3.788   10.009)   11.357
   6.962   (  -0.243   -0.203    9.845)    9.851
   7.253   (  -0.817   -0.901   -3.398)    3.609
   7.399   (   0.021    0.085    0.755)    0.760
   7.402   (  -0.206   -0.186    0.940)    0.981
   7.415   (  -0.124   -0.116    1.821)    1.829
   7.468   (   0.398    0.419   -0.755)    0.951
   7.531   (   0.273    0.801    0.141)    0.858
   7.554   (   0.726    0.750    0.892)    1.373
   7.578   (  -0.775   -1.531    1.295)    2.149
   7.704   (   0.453    0.596    5.121)    5.175
   7.756   (  -1.389   -1.377    6.942)    7.212
   7.966   (   0.147    0.122   -1.746)    1.756
   8.007   (   0.251    0.231   -0.067)    0.347
   8.145   (   0.780   -0.924   -1.446)    1.885
   8.153   (  -1.676    0.169   -1.758)    2.435
   8.254   (   0.489    0.254   -4.620)    4.653
   8.324   (   0.060    0.664   -2.205)    2.304
   8.337   (  -0.043   -1.087   -2.187)    2.443
   8.388   (  -0.611    0.091    0.304)    0.688
   8.471   (   0.336    1.052   -0.810)    1.370
   8.483   (  -0.119   -0.690   -0.081)    0.705
   8.512   (  -0.243   -0.355   -3.646)    3.671
   8.552   (   0.206    0.165   -1.993)    2.010
   8.777   (   4.772    3.116   -2.606)    6.267
   8.803   (   0.878    2.943   -1.856)    3.588
   9.027   (   1.298    0.254   -2.813)    3.108
   9.055   (   0.507   -0.057   -1.351)    1.444
   9.080   (  -2.944   -2.333   -3.044)    4.835
   9.131   (  -2.570   -2.077   -1.481)    3.622
   9.254   (   1.444    1.319   -0.258)    1.973
   9.312   (   0.058    1.584    0.194)    1.597
   9.339   (   0.047   -2.421    0.141)    2.425
   9.354   (  -1.895   -0.887   -0.257)    2.108
   9.474   (   0.772    1.064   -0.981)    1.641
   9.489   (  -0.303   -0.547   -0.838)    1.046
   9.647   (   2.484    2.188   -2.510)    4.155
   9.695   (  -0.672    0.631   -2.358)    2.532
   9.714   (   0.189   -0.916   -2.646)    2.807
   9.776   (  -1.860   -1.758   -1.410)    2.922
  11.340   (   0.365    0.182    0.175)    0.444
  11.343   (  -0.124    0.208    0.222)    0.329
  11.351   (  -0.087   -0.336   -0.040)    0.349
  11.355   (  -0.071    0.024    0.092)    0.118
======================= Grid point 50 (15/28) =======================
q-point: ( 0.00  0.00  0.29)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 28
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.596   (  -0.000    0.000   12.198)   12.198
   0.596   (   0.000    0.000   12.198)   12.198
   0.721   (  -0.000    0.000    6.411)    6.411
   0.837   (   0.000    0.000    2.743)    2.743
   0.904   (   0.000    0.000    7.568)    7.568
   0.904   (  -0.000    0.000    7.568)    7.568
   1.017   (   0.000    0.000    0.264)    0.264
   1.017   (   0.000    0.000    0.264)    0.264
   1.042   (   0.000   -0.000    1.051)    1.051
   1.109   (   0.000    0.000    1.762)    1.762
   1.109   (   0.000    0.000    1.762)    1.762
   1.162   (   0.000    0.000    0.199)    0.199
   1.162   (  -0.000    0.000    0.199)    0.199
   1.171   (  -0.000    0.000    0.211)    0.211
   1.206   (   0.000    0.000    4.064)    4.064
   1.215   (  -0.000    0.000    1.722)    1.722
   1.215   (   0.000    0.000    1.722)    1.722
   1.278   (  -0.000    0.000    8.579)    8.579
   1.351   (   0.000    0.000   -5.314)    5.314
   1.390   (   0.000    0.000    9.052)    9.052
   1.469   (  -0.000    0.000   -3.321)    3.321
   1.469   (   0.000   -0.000   -3.321)    3.321
   1.514   (   0.000    0.000   -5.236)    5.236
   1.546   (   0.000    0.000   -4.888)    4.888
   1.546   (   0.000    0.000   -4.888)    4.888
   1.626   (   0.000    0.000    1.221)    1.221
   1.650   (   0.000    0.000    2.458)    2.458
   1.693   (  -0.000    0.000   -1.836)    1.836
   1.693   (   0.000   -0.000   -1.836)    1.836
   1.724   (   0.000    0.000    6.027)    6.027
   1.896   (   0.000    0.000    5.405)    5.405
   1.898   (   0.000    0.000    1.006)    1.006
   1.898   (   0.000    0.000    1.006)    1.006
   1.931   (  -0.000    0.000    8.913)    8.913
   2.066   (  -0.000    0.000   -3.075)    3.075
   2.071   (   0.000    0.000    4.031)    4.031
   2.071   (   0.000    0.000    4.031)    4.031
   2.120   (   0.000    0.000    9.164)    9.164
   2.152   (   0.000    0.000   -0.964)    0.964
   2.152   (   0.000    0.000   -0.964)    0.964
   2.215   (  -0.000    0.000   -0.169)    0.169
   2.224   (   0.000    0.000   -8.680)    8.680
   2.387   (  -0.000    0.000    3.106)    3.106
   2.403   (   0.000    0.000   -0.588)    0.588
   2.434   (   0.000    0.000    1.636)    1.636
   2.434   (   0.000    0.000    1.636)    1.636
   2.504   (  -0.000    0.000    5.191)    5.191
   2.522   (   0.000    0.000   -0.413)    0.413
   2.522   (  -0.000    0.000   -0.413)    0.413
   2.529   (   0.000   -0.000   -4.951)    4.951
   2.573   (   0.000    0.000    2.648)    2.648
   2.665   (   0.000    0.000    4.472)    4.472
   2.665   (   0.000    0.000    4.472)    4.472
   2.742   (   0.000    0.000   -4.025)    4.025
   2.838   (  -0.000    0.000    1.146)    1.146
   2.891   (   0.000    0.000    4.129)    4.129
   2.891   (  -0.000    0.000    4.129)    4.129
   2.940   (  -0.000    0.000   -5.489)    5.489
   2.989   (  -0.000    0.000   -3.223)    3.223
   2.990   (   0.000    0.000    2.552)    2.552
   2.990   (   0.000    0.000    2.552)    2.552
   3.118   (   0.000    0.000    2.697)    2.697
   3.121   (  -0.000    0.000   -1.202)    1.202
   3.169   (   0.000    0.000   -2.004)    2.004
   3.169   (   0.000    0.000   -2.004)    2.004
   3.181   (   0.000   -0.000    0.367)    0.367
   3.335   (   0.000    0.000    0.746)    0.746
   3.388   (  -0.000    0.000    3.139)    3.139
   3.395   (  -0.000   -0.000    1.104)    1.104
   3.395   (   0.000    0.000    1.104)    1.104
   3.451   (   0.000    0.000    3.839)    3.839
   3.475   (   0.000    0.000   -5.263)    5.263
   3.475   (   0.000    0.000   -5.263)    5.263
   3.552   (  -0.000    0.000   10.584)   10.584
   3.683   (   0.000    0.000    3.525)    3.525
   3.718   (   0.000    0.000   -0.173)    0.173
   3.718   (  -0.000    0.000   -0.173)    0.173
   3.783   (  -0.000    0.000   -8.852)    8.852
   3.930   (   0.000    0.000    2.094)    2.094
   3.974   (   0.000    0.000    0.103)    0.103
   4.039   (   0.000    0.000    2.374)    2.374
   4.039   (   0.000    0.000    2.374)    2.374
   4.112   (   0.000    0.000    5.652)    5.652
   4.118   (   0.000   -0.000   -3.930)    3.930
   4.161   (   0.000    0.000    0.583)    0.583
   4.161   (   0.000   -0.000    0.583)    0.583
   4.235   (   0.000    0.000   -7.952)    7.952
   4.361   (   0.000    0.000    3.313)    3.313
   4.622   (   0.000    0.000    1.951)    1.951
   4.622   (   0.000    0.000    1.951)    1.951
   4.727   (   0.000    0.000    2.829)    2.829
   4.774   (   0.000    0.000    0.897)    0.897
   4.875   (   0.000    0.000    0.142)    0.142
   4.875   (  -0.000    0.000    0.142)    0.142
   4.915   (   0.000    0.000   -1.578)    1.578
   5.215   (   0.000    0.000   -2.035)    2.035
   6.667   (   0.000    0.000   31.458)   31.458
   6.797   (   0.000    0.000   14.279)   14.279
   6.797   (   0.000    0.000   14.279)   14.279
   6.848   (   0.000    0.000   17.251)   17.251
   7.202   (   0.000    0.000   10.374)   10.374
   7.202   (   0.000   -0.000   10.374)   10.374
   7.263   (   0.000   -0.000    0.763)    0.763
   7.372   (   0.000    0.000   -2.478)    2.478
   7.461   (   0.000    0.000    3.379)    3.379
   7.461   (   0.000    0.000    3.379)    3.379
   7.471   (   0.000    0.000   -0.242)    0.242
   7.501   (   0.000    0.000   -2.069)    2.069
   7.607   (  -0.000    0.000    9.771)    9.771
   7.607   (   0.000    0.000    9.771)    9.771
   7.643   (  -0.000    0.000    7.403)    7.403
   7.804   (   0.000    0.000   -4.666)    4.666
   8.013   (   0.000    0.000    2.082)    2.082
   8.023   (   0.000    0.000   -0.335)    0.335
   8.132   (   0.000    0.000   -2.988)    2.988
   8.132   (   0.000    0.000   -2.988)    2.988
   8.222   (   0.000    0.000   -1.440)    1.440
   8.230   (   0.000    0.000   -2.025)    2.025
   8.230   (   0.000    0.000   -2.025)    2.025
   8.239   (   0.000    0.000    0.092)    0.092
   8.477   (   0.000    0.000   -4.286)    4.286
   8.477   (   0.000    0.000   -4.286)    4.286
   8.516   (   0.000    0.000   -7.008)    7.008
   8.551   (  -0.000    0.000    1.328)    1.328
   8.603   (   0.000    0.000   -1.882)    1.882
   8.603   (   0.000    0.000   -1.882)    1.882
   8.843   (  -0.000    0.000   -1.273)    1.273
   8.879   (   0.000    0.000   -3.540)    3.540
   9.165   (   0.000    0.000    2.171)    2.171
   9.219   (   0.000    0.000   -3.662)    3.662
   9.221   (  -0.000    0.000   -2.080)    2.080
   9.376   (   0.000   -0.000   -0.055)    0.055
   9.376   (   0.000    0.000   -0.055)    0.055
   9.420   (   0.000    0.000   -1.526)    1.526
   9.420   (   0.000    0.000   -1.526)    1.526
   9.432   (   0.000    0.000    1.042)    1.042
   9.502   (   0.000    0.000   -2.730)    2.730
   9.631   (   0.000    0.000   -4.533)    4.533
   9.631   (   0.000   -0.000   -4.533)    4.533
   9.813   (   0.000    0.000   -3.567)    3.567
  11.335   (   0.000    0.000    0.632)    0.632
  11.348   (   0.000    0.000    0.315)    0.315
  11.348   (   0.000    0.000    0.315)    0.315
  11.368   (   0.000   -0.000   -0.157)    0.157
======================= Grid point 51 (16/28) =======================
q-point: ( 0.20  0.00  0.29)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 88
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.629   (   2.886   -4.648    9.685)   11.123
   0.666   (   4.189    2.777    6.377)    8.119
   0.762   (   4.931    0.453    7.055)    8.620
   0.809   (  -1.441    0.998    3.991)    4.359
   0.877   (  -1.941    0.273    6.994)    7.264
   0.920   (  -0.536   -0.858    4.451)    4.565
   0.984   (  -0.910   -0.967    2.901)    3.191
   1.017   (  -0.554    1.745    1.134)    2.154
   1.053   (  -1.656    1.178    4.377)    4.825
   1.075   (   0.716   -1.364    0.212)    1.555
   1.106   (   0.291    0.285    1.091)    1.164
   1.144   (  -0.702   -0.613    0.550)    1.082
   1.154   (  -0.446    1.048    0.385)    1.202
   1.187   (  -0.742   -2.007    2.111)    3.005
   1.200   (  -0.805   -0.081    0.863)    1.183
   1.221   (   0.119    0.291    1.492)    1.524
   1.273   (   2.232    0.828    4.598)    5.178
   1.298   (   2.814   -0.278    0.208)    2.835
   1.376   (  -0.185    0.846    1.301)    1.563
   1.379   (   1.413   -0.076    1.055)    1.765
   1.431   (  -2.759   -1.381   -2.562)    4.011
   1.456   (  -0.418    2.366   -3.420)    4.179
   1.525   (   0.614   -0.327   -4.030)    4.089
   1.534   (  -0.641   -1.160   -2.945)    3.230
   1.552   (  -0.194    0.475   -4.816)    4.843
   1.627   (   0.010    0.838   -3.187)    3.295
   1.648   (   1.434   -1.017    2.501)    3.057
   1.700   (   0.619    0.610   -1.087)    1.392
   1.723   (   1.341   -0.994    0.312)    1.699
   1.762   (   2.990    0.417    6.786)    7.427
   1.853   (  -1.027    0.640    3.355)    3.566
   1.917   (   0.941   -0.269    2.632)    2.808
   1.954   (   1.898    0.822    6.940)    7.242
   1.955   (   0.727   -1.485    1.526)    2.250
   2.012   (  -2.687   -1.137    2.169)    3.635
   2.026   (  -1.877    0.808    3.761)    4.280
   2.088   (  -1.057   -1.030    1.263)    1.943
   2.121   (   0.181    1.178    4.578)    4.730
   2.137   (  -0.745    0.898   -1.152)    1.639
   2.172   (   3.089   -0.110    3.948)    5.014
   2.198   (  -1.337    0.106    0.512)    1.435
   2.269   (   1.968   -1.407   -5.499)    6.008
   2.355   (  -1.625    1.165    2.594)    3.275
   2.374   (  -1.700    1.337   -1.215)    2.481
   2.418   (  -0.530   -2.618    1.387)    3.010
   2.459   (  -2.445    0.960   -0.212)    2.636
   2.474   (  -1.599    0.088    3.312)    3.679
   2.500   (   2.001   -0.185    1.874)    2.748
   2.541   (   1.973   -0.423    0.100)    2.020
   2.567   (   2.103    0.222   -0.375)    2.148
   2.603   (   0.061   -0.498    0.190)    0.537
   2.657   (   0.477    0.769    3.757)    3.865
   2.690   (   2.089    0.421    2.416)    3.221
   2.770   (   2.441   -0.597   -3.494)    4.303
   2.833   (  -1.009   -1.297    2.850)    3.290
   2.862   (  -1.676    1.613    2.262)    3.245
   2.895   (  -0.504   -0.244    1.592)    1.688
   2.942   (  -1.830    0.260    1.180)    2.193
   2.952   (   0.175    0.330   -0.513)    0.634
   2.970   (  -1.686   -0.784    2.819)    3.377
   3.027   (   0.851    0.580   -1.468)    1.794
   3.062   (  -3.257   -0.642    2.215)    3.991
   3.116   (  -1.733    0.941   -0.656)    2.078
   3.142   (   0.853    1.530   -1.654)    2.409
   3.175   (   0.121   -2.379   -1.762)    2.963
   3.229   (   1.312    0.471   -3.097)    3.396
   3.321   (  -1.105   -0.143    0.537)    1.236
   3.340   (  -1.904   -0.599    1.824)    2.703
   3.380   (  -1.255    1.340    1.221)    2.205
   3.417   (  -1.045   -0.746    0.321)    1.323
   3.432   (  -0.324   -0.271   -0.804)    0.909
   3.470   (  -0.413   -0.842   -3.448)    3.573
   3.502   (   2.201    1.137    1.118)    2.718
   3.561   (   0.472    0.098    6.617)    6.635
   3.695   (   0.700    0.668    3.652)    3.779
   3.707   (  -0.232   -0.608    0.462)    0.798
   3.745   (   2.088   -0.925   -0.696)    2.387
   3.778   (  -0.142    0.500   -5.405)    5.430
   3.941   (  -0.651   -1.272    2.060)    2.507
   3.962   (   1.035    1.532    0.702)    1.978
   4.016   (  -2.532    1.023    0.708)    2.821
   4.056   (  -0.108   -0.361    3.184)    3.206
   4.095   (   0.215   -0.110   -3.335)    3.344
   4.106   (   0.789   -0.056    3.220)    3.316
   4.167   (   0.423   -2.154    1.075)    2.444
   4.204   (   1.641    1.733    1.971)    3.095
   4.240   (   0.793   -0.112   -5.999)    6.052
   4.360   (   0.022    0.069    1.593)    1.595
   4.552   (  -4.922    0.021    3.174)    5.857
   4.584   (  -3.249    0.002    1.981)    3.806
   4.775   (   2.568   -0.388    3.670)    4.495
   4.788   (   1.738    0.367   -3.063)    3.541
   4.865   (  -0.824   -1.422    0.173)    1.653
   4.895   (   0.393    2.070   -1.253)    2.452
   4.938   (   3.317   -0.724    0.603)    3.448
   5.189   (  -2.475    0.006   -1.508)    2.899
   6.596   (  -4.465   -0.093   29.777)   30.110
   6.709   (  -9.770    0.225   25.111)   26.946
   6.828   (   2.965   -0.078   14.290)   14.594
   6.886   (   6.144    0.015   15.444)   16.621
   7.145   (  -4.779    0.636   11.008)   12.018
   7.179   (  -2.347   -0.844    9.577)    9.897
   7.283   (   1.357    0.160    1.874)    2.319
   7.365   (  -0.678    0.053   -1.000)    1.210
   7.448   (  -0.577   -0.799    1.255)    1.596
   7.457   (  -0.763    0.492    1.585)    1.826
   7.498   (   1.215   -0.692    0.890)    1.657
   7.501   (   1.211    0.139    1.687)    2.081
   7.588   (  -0.851    3.353    7.120)    7.915
   7.601   (  -0.475   -2.548    5.671)    6.235
   7.739   (   6.176    0.046    8.019)   10.122
   7.831   (   2.471   -0.021   -4.846)    5.439
   7.996   (  -1.785   -0.106    1.871)    2.588
   8.012   (  -0.708    0.246    1.807)    1.957
   8.119   (  -1.026   -0.141   -2.685)    2.877
   8.147   (   0.103   -0.238   -2.274)    2.289
   8.206   (   0.924    2.276   -1.952)    3.138
   8.244   (   1.004   -1.758   -1.913)    2.785
   8.258   (   1.790   -1.533   -1.471)    2.778
   8.284   (   3.157    0.875   -4.121)    5.264
   8.445   (  -2.931   -1.939   -3.696)    5.100
   8.465   (  -2.171    1.512   -4.756)    5.442
   8.510   (   1.140    1.078   -4.427)    4.697
   8.546   (  -0.624   -0.427    0.648)    0.996
   8.579   (  -1.874    4.025   -1.675)    4.745
   8.603   (  -0.237   -4.181   -3.003)    5.153
   8.902   (   2.864    0.847   -3.203)    4.379
   8.913   (   5.456   -0.477   -1.896)    5.796
   9.169   (  -2.804    0.277   -2.338)    3.661
   9.187   (   0.579   -0.114    0.325)    0.674
   9.232   (   0.893   -0.497   -1.962)    2.212
   9.322   (  -4.898    0.020   -1.355)    5.082
   9.369   (  -0.927    0.245   -0.296)    1.003
   9.396   (  -0.930    0.431   -0.538)    1.157
   9.427   (   1.376   -0.767   -0.206)    1.589
   9.472   (   1.352    0.324   -0.100)    1.394
   9.513   (   1.133    0.039   -2.824)    3.043
   9.618   (  -1.256   -0.220   -4.304)    4.489
   9.652   (   2.018    0.152   -4.351)    4.799
   9.799   (  -1.322   -0.003   -3.617)    3.851
  11.337   (   0.167    0.012    0.574)    0.598
  11.348   (  -0.046   -0.111    0.313)    0.336
  11.350   (   0.167    0.109    0.210)    0.289
  11.365   (  -0.275   -0.008   -0.093)    0.290
======================= Grid point 52 (17/28) =======================
q-point: ( 0.40  0.00  0.29)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 88
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.694   (   3.337   -4.899    6.650)    8.908
   0.729   (   2.168    1.275    3.224)    4.089
   0.777   (  -1.205    2.009    2.866)    3.702
   0.826   (  -2.910    0.927    0.597)    3.112
   0.891   (   4.166   -1.507    4.753)    6.497
   0.909   (   2.207    1.406    7.216)    7.676
   0.959   (  -2.282   -0.521    6.605)    7.007
   0.979   (  -2.357    0.525    3.741)    4.452
   1.072   (   1.634    1.754    2.293)    3.317
   1.080   (   0.242   -1.651    0.470)    1.733
   1.114   (  -0.168    0.758    2.611)    2.724
   1.120   (  -1.185   -0.499    0.655)    1.443
   1.159   (   1.191   -0.117    0.654)    1.364
   1.180   (   0.067   -1.397    0.199)    1.412
   1.187   (  -0.490    0.390    0.238)    0.670
   1.200   (  -2.169    0.304    1.072)    2.438
   1.292   (   1.271    0.976    0.591)    1.708
   1.323   (  -0.767   -0.630   -1.067)    1.457
   1.356   (  -0.703   -1.099    0.620)    1.444
   1.372   (  -2.114    0.253   -0.771)    2.265
   1.441   (   2.963    0.143   -3.110)    4.298
   1.485   (   0.858    0.506   -2.566)    2.753
   1.513   (  -0.470    3.313   -3.222)    4.645
   1.528   (  -0.561   -3.036   -1.581)    3.469
   1.569   (   3.471    2.840   -0.960)    4.587
   1.637   (  -0.785   -0.595   -4.243)    4.356
   1.673   (   0.855   -0.095    0.843)    1.204
   1.694   (  -1.225   -3.059    0.029)    3.295
   1.757   (   2.453    3.749    2.253)    5.014
   1.811   (   1.943   -0.013    4.387)    4.798
   1.826   (  -3.033   -1.522    0.556)    3.438
   1.870   (  -4.345   -2.183    2.465)    5.452
   1.930   (   0.708   -0.410    5.579)    5.639
   1.955   (  -1.319    1.059    4.032)    4.373
   2.026   (   1.494    1.537    2.825)    3.546
   2.041   (   0.153   -0.630    4.740)    4.784
   2.078   (   2.292   -2.100    2.207)    3.812
   2.126   (  -1.432    1.895    0.197)    2.384
   2.148   (   2.018    0.436   -1.276)    2.428
   2.181   (  -0.205   -0.406    3.726)    3.753
   2.251   (   2.422    0.686    6.346)    6.827
   2.262   (   0.984   -1.941    0.298)    2.196
   2.321   (  -1.420    2.980    2.369)    4.063
   2.364   (  -2.417   -2.229    4.802)    5.820
   2.395   (  -0.631   -1.677    1.186)    2.148
   2.413   (  -2.097    2.482    0.096)    3.251
   2.469   (   2.925   -0.657   -2.956)    4.210
   2.527   (  -1.280   -0.348   -1.039)    1.685
   2.581   (   2.158   -0.107   -1.320)    2.532
   2.602   (   1.118    0.467    1.021)    1.584
   2.614   (   1.735   -1.325    2.793)    3.545
   2.656   (  -1.858    1.331    2.282)    3.229
   2.728   (   2.134    0.985    1.662)    2.878
   2.782   (  -2.572   -2.513    1.179)    3.785
   2.822   (   0.639   -0.193   -0.070)    0.672
   2.839   (  -0.764    1.147    1.370)    1.943
   2.873   (   0.938    1.004    0.274)    1.402
   2.916   (  -2.268   -0.480    0.600)    2.394
   2.933   (  -0.807    0.387    2.547)    2.700
   2.947   (  -1.178   -0.609    3.184)    3.449
   3.011   (   0.608   -0.730    1.206)    1.536
   3.039   (  -1.303    0.502    0.505)    1.485
   3.107   (   1.645    4.184   -2.044)    4.939
   3.152   (  -1.223   -1.913   -2.888)    3.673
   3.185   (   1.049   -2.613   -1.616)    3.247
   3.213   (  -1.631    0.803   -3.212)    3.691
   3.313   (   0.024    0.502   -0.409)    0.648
   3.321   (  -0.290   -0.850   -1.163)    1.469
   3.362   (  -0.056    0.075    0.585)    0.593
   3.381   (  -1.678    1.002   -1.907)    2.731
   3.439   (   0.691   -0.679    1.542)    1.821
   3.457   (  -0.889   -0.569   -0.152)    1.066
   3.543   (   1.600    0.649    1.507)    2.292
   3.562   (  -0.355    0.169    2.339)    2.372
   3.702   (   0.590    0.794    1.600)    1.881
   3.712   (  -0.143   -0.711    2.127)    2.247
   3.782   (   1.220   -3.448   -1.449)    3.934
   3.786   (   0.610    2.734   -1.754)    3.305
   3.923   (  -0.024   -1.316    1.761)    2.198
   3.955   (  -2.829    1.912    1.730)    3.828
   4.004   (   2.007    1.630    1.315)    2.901
   4.037   (  -1.218   -0.972    3.581)    3.905
   4.107   (   0.365    0.667   -2.997)    3.092
   4.114   (  -0.513   -0.841   -2.126)    2.343
   4.202   (   2.492   -3.621    2.973)    5.307
   4.221   (   0.335    1.740    1.872)    2.577
   4.269   (   2.583    1.499   -0.149)    2.990
   4.342   (  -2.906   -0.080    1.494)    3.269
   4.481   (  -0.807    0.424    1.337)    1.618
   4.515   (  -3.215   -0.523    1.153)    3.455
   4.808   (   1.376    0.822    1.392)    2.123
   4.828   (   0.272   -0.359   -0.439)    0.629
   4.854   (   0.760   -2.442   -1.374)    2.903
   4.883   (  -1.284    2.125   -2.175)    3.300
   5.028   (   4.914   -0.240    0.973)    5.015
   5.121   (  -4.192    0.054   -0.257)    4.200
   6.532   (  -1.380   -0.195   30.957)   30.988
   6.559   (  -4.409    0.235   30.956)   31.270
   6.911   (   5.120    0.114   13.387)   14.333
   6.997   (   2.210   -0.119   11.688)   11.895
   7.043   (  -2.594    0.406   13.872)   14.118
   7.113   (  -4.129   -0.529   10.599)   11.387
   7.311   (   1.510    0.167    1.659)    2.249
   7.342   (  -1.454   -0.134    0.645)    1.596
   7.443   (   0.048   -0.533    0.004)    0.535
   7.449   (  -0.328    0.467    0.248)    0.622
   7.511   (   1.060    1.611    3.500)    3.996
   7.528   (   0.248   -2.381    2.812)    3.693
   7.572   (  -0.080   -0.998    5.876)    5.960
   7.588   (  -0.955    1.941    3.120)    3.797
   7.850   (   4.565    0.034    4.516)    6.422
   7.884   (   1.945    0.047   -5.372)    5.713
   7.957   (  -1.463   -0.660    4.844)    5.103
   7.981   (  -2.499    0.907    4.631)    5.340
   8.108   (   0.256   -1.342   -2.684)    3.011
   8.126   (  -1.358    1.146   -1.909)    2.608
   8.248   (   1.905    2.674   -3.350)    4.691
   8.261   (   0.411   -2.291   -3.220)    3.973
   8.300   (   2.577   -0.069   -1.885)    3.193
   8.337   (   1.227   -1.567   -4.141)    4.595
   8.384   (  -1.937   -1.557   -3.256)    4.096
   8.412   (  -2.706    1.805   -4.013)    5.166
   8.530   (  -0.288   -1.103   -1.070)    1.563
   8.538   (  -0.761    2.544   -1.173)    2.902
   8.556   (   1.398    3.491   -2.930)    4.767
   8.589   (  -1.242   -4.378   -3.442)    5.706
   8.977   (   4.605    0.432   -4.290)    6.308
   9.041   (   5.330    0.069   -2.218)    5.774
   9.084   (  -3.229    0.424   -3.381)    4.694
   9.186   (  -5.741   -1.011   -0.947)    5.905
   9.233   (   1.881    0.229    0.511)    1.962
   9.261   (  -0.336   -0.369   -1.256)    1.351
   9.348   (  -0.453    1.282   -0.721)    1.540
   9.366   (  -1.723   -0.725   -1.538)    2.421
   9.460   (   1.521   -0.556    0.350)    1.656
   9.480   (  -0.409    0.488    0.073)    0.641
   9.545   (   1.903    0.249   -3.107)    3.651
   9.584   (  -1.942   -0.328   -3.725)    4.214
   9.704   (   2.955    0.098   -4.001)    4.975
   9.760   (  -2.498   -0.030   -3.757)    4.512
  11.341   (   0.253    0.067    0.443)    0.515
  11.346   (  -0.163   -0.135    0.342)    0.402
  11.354   (   0.221    0.129    0.077)    0.267
  11.359   (  -0.303   -0.059   -0.004)    0.309
======================= Grid point 56 (18/28) =======================
q-point: ( 0.20  0.20  0.29)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 88
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.617   (  -0.738    3.260    8.322)    8.968
   0.717   (  -1.241    1.031    3.585)    3.931
   0.775   (   5.768    1.569    4.230)    7.323
   0.840   (   3.340    1.487    7.858)    8.667
   0.879   (  -0.248   -0.155    4.471)    4.480
   0.922   (  -0.645    1.486    6.816)    7.006
   0.969   (  -2.076   -0.442    1.550)    2.628
   0.993   (  -0.741   -2.075    0.955)    2.402
   1.040   (   1.467   -1.442    5.248)    5.637
   1.088   (  -0.754    1.213    1.263)    1.907
   1.105   (   0.860   -0.415   -0.465)    1.062
   1.136   (  -0.577    0.018    2.308)    2.379
   1.156   (   0.227    0.224    0.458)    0.559
   1.194   (  -0.079   -0.477    0.974)    1.087
   1.205   (  -0.713   -0.186    1.337)    1.527
   1.241   (  -2.763    2.920    1.866)    4.432
   1.265   (   2.211   -2.743   -0.886)    3.633
   1.295   (   0.691    0.903    3.928)    4.090
   1.367   (  -0.454   -0.692    2.073)    2.232
   1.378   (  -0.098   -0.477   -3.574)    3.607
   1.403   (  -0.707   -0.928   -2.733)    2.972
   1.466   (   0.646   -2.309   -1.595)    2.879
   1.516   (  -0.665    0.258   -2.569)    2.666
   1.546   (   0.507    1.770   -3.191)    3.684
   1.568   (   1.268    0.360   -3.972)    4.185
   1.626   (  -1.483   -0.225    0.850)    1.724
   1.649   (   1.996    0.119   -3.216)    3.787
   1.687   (   0.347    1.623   -2.770)    3.229
   1.770   (   1.092    1.547    6.099)    6.386
   1.794   (   3.051    2.486    1.403)    4.179
   1.853   (  -0.203   -1.732    4.406)    4.738
   1.906   (  -0.280    0.982    1.798)    2.068
   1.925   (  -4.959   -2.423    1.298)    5.670
   1.958   (   1.347    0.827    7.415)    7.581
   2.014   (   1.528    0.724    2.075)    2.676
   2.045   (  -3.140    0.725    3.554)    4.797
   2.059   (   0.642   -1.908    3.604)    4.128
   2.130   (   0.656   -0.455    0.253)    0.837
   2.142   (   1.326    0.770    4.795)    5.034
   2.168   (   1.423    0.513    2.373)    2.814
   2.209   (   0.694    0.604    1.268)    1.566
   2.268   (  -3.026    0.339   -2.298)    3.815
   2.321   (   0.286   -2.083    0.705)    2.217
   2.372   (  -0.213   -1.409   -0.584)    1.540
   2.412   (  -0.994    0.594    2.153)    2.445
   2.467   (   1.149   -1.589    2.828)    3.441
   2.480   (  -0.493    2.632   -1.575)    3.107
   2.532   (   1.855    1.681    2.877)    3.813
   2.536   (   0.240    1.192   -2.329)    2.628
   2.583   (   1.955    1.156    0.724)    2.384
   2.621   (  -0.255    1.408    1.552)    2.111
   2.675   (   2.451   -1.116    2.027)    3.371
   2.689   (   1.061    1.670    1.495)    2.480
   2.773   (  -0.534    1.384   -2.444)    2.859
   2.811   (  -1.888   -1.000    3.197)    3.845
   2.862   (  -0.646   -1.878    1.763)    2.656
   2.882   (  -1.210   -2.015    1.351)    2.711
   2.938   (  -0.509   -0.376    2.573)    2.650
   2.947   (  -0.749   -0.555    0.010)    0.932
   2.953   (  -0.657   -0.457    2.825)    2.936
   3.013   (  -1.918   -2.113   -0.582)    2.912
   3.045   (  -0.973   -0.761   -0.993)    1.585
   3.076   (  -0.893   -2.875    0.094)    3.012
   3.133   (   0.347    0.174   -1.778)    1.820
   3.215   (   0.039    1.909   -2.889)    3.463
   3.228   (  -0.100   -0.414   -3.197)    3.225
   3.307   (  -1.359   -0.899   -1.076)    1.952
   3.331   (  -1.021   -0.503    1.997)    2.299
   3.372   (   1.330   -0.661    2.000)    2.491
   3.417   (  -0.414    0.116   -1.420)    1.484
   3.436   (  -0.907    0.431    1.435)    1.752
   3.463   (  -0.270    0.473   -2.022)    2.094
   3.519   (   1.841    0.296    0.862)    2.054
   3.565   (   0.289    0.030    4.196)    4.206
   3.690   (   0.397   -1.383    1.848)    2.342
   3.715   (  -1.566    0.933    1.049)    2.103
   3.728   (   0.424    0.555   -0.521)    0.871
   3.816   (   2.549    2.749   -1.927)    4.215
   3.926   (  -1.638   -0.680    0.389)    1.816
   3.965   (  -0.443   -1.750    3.733)    4.147
   3.996   (   0.625   -1.517   -0.917)    1.880
   4.062   (   0.984    0.872    1.560)    2.040
   4.101   (  -0.127   -0.845    3.359)    3.466
   4.116   (   0.316    1.444   -1.208)    1.909
   4.153   (  -1.793    1.105    1.877)    2.821
   4.229   (  -1.054   -0.522   -4.093)    4.259
   4.239   (   3.513    1.553    1.332)    4.065
   4.368   (   0.861    0.574   -0.297)    1.077
   4.505   (  -3.237   -3.388    3.715)    5.980
   4.578   (  -1.798   -1.547    2.024)    3.118
   4.771   (  -0.375   -0.761   -3.978)    4.067
   4.783   (   0.046    0.600    2.966)    3.026
   4.868   (  -0.407    0.992   -1.465)    1.815
   4.918   (   1.985   -0.985    0.145)    2.221
   4.957   (   2.052    3.602    1.051)    4.277
   5.168   (  -2.020   -2.043   -1.038)    3.055
   6.564   (  -2.895   -2.697   29.575)   29.838
   6.635   (  -5.432   -5.744   29.466)   30.508
   6.828   (   1.360    1.286   15.157)   15.272
   6.950   (   4.700    4.726   13.031)   14.637
   7.094   (  -3.943   -4.352   12.538)   13.845
   7.188   (  -1.189   -0.178   10.058)   10.130
   7.261   (  -0.654   -1.113    0.243)    1.313
   7.383   (   0.820    0.736   -0.242)    1.128
   7.440   (  -1.059   -0.197    0.798)    1.341
   7.461   (  -1.157    0.041    0.805)    1.410
   7.472   (   0.934   -0.891    4.054)    4.254
   7.509   (  -0.033    0.667   -0.054)    0.670
   7.562   (   0.455   -0.040    4.974)    4.994
   7.664   (   1.102    0.544    6.565)    6.679
   7.756   (   2.958    3.032    7.601)    8.702
   7.852   (   1.890    1.925   -5.336)    5.979
   7.988   (  -1.767   -1.004    4.586)    5.017
   8.001   (   0.157   -1.040    0.888)    1.376
   8.134   (  -0.181    0.089   -3.068)    3.075
   8.136   (  -0.971    0.412   -1.821)    2.104
   8.178   (   0.328   -2.236   -1.571)    2.752
   8.258   (   0.717    0.508   -1.968)    2.155
   8.273   (   0.600    2.514   -3.128)    4.057
   8.324   (   2.567    3.187   -4.331)    5.959
   8.403   (  -3.435   -1.904   -3.958)    5.576
   8.483   (  -0.999   -0.440   -4.361)    4.496
   8.497   (   1.059   -2.086   -3.133)    3.910
   8.529   (  -1.111   -2.152   -1.444)    2.820
   8.566   (   2.259    1.958   -0.855)    3.109
   8.665   (   1.153    3.418   -2.870)    4.609
   8.909   (   2.128    1.025   -3.142)    3.931
   8.944   (   2.807    2.828   -2.083)    4.496
   9.137   (  -2.932   -3.277   -3.643)    5.711
   9.196   (   0.707    1.032    0.859)    1.517
   9.237   (  -0.480    0.698   -1.384)    1.623
   9.284   (  -2.641   -2.989   -1.475)    4.253
   9.373   (  -0.425   -0.667   -1.285)    1.509
   9.396   (   0.501   -1.565    0.280)    1.667
   9.418   (  -0.616    1.685   -0.015)    1.795
   9.485   (   0.794    0.301   -0.240)    0.882
   9.524   (   1.141    0.995   -2.966)    3.330
   9.630   (  -0.709    0.713   -4.254)    4.371
   9.644   (   1.117   -0.115   -4.100)    4.251
   9.787   (  -1.252   -1.238   -3.636)    4.039
  11.338   (   0.149    0.113    0.521)    0.553
  11.348   (  -0.109    0.100    0.293)    0.328
  11.351   (   0.221    0.014    0.151)    0.268
  11.363   (  -0.242   -0.210   -0.052)    0.324
======================= Grid point 57 (19/28) =======================
q-point: ( 0.40  0.20  0.29)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 88
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.629   (   1.665    0.683    7.318)    7.536
   0.740   (   3.120   -0.090    1.200)    3.345
   0.828   (  -1.146    0.186    2.043)    2.350
   0.848   (  -1.695    3.496    5.652)    6.858
   0.884   (   0.850    0.261    3.103)    3.228
   0.938   (   0.335   -0.305    5.492)    5.511
   0.956   (   2.341    2.107    6.758)    7.456
   0.985   (  -0.289   -1.849    0.985)    2.115
   1.044   (  -1.242   -1.101    2.232)    2.782
   1.094   (   1.225    1.054    1.352)    2.107
   1.108   (  -0.770   -0.837    0.645)    1.308
   1.132   (  -0.014    0.570    2.361)    2.429
   1.160   (   0.031    0.763    0.553)    0.943
   1.172   (  -1.936   -1.699    1.404)    2.934
   1.196   (   0.305   -0.117    0.232)    0.400
   1.200   (  -0.608    1.821    1.995)    2.769
   1.278   (   0.585   -1.749   -0.852)    2.032
   1.325   (   0.428   -0.710    0.202)    0.853
   1.340   (   0.146    1.302   -0.116)    1.315
   1.390   (  -0.336   -0.290   -1.767)    1.822
   1.408   (   1.005   -1.451   -2.743)    3.262
   1.470   (  -0.444   -2.422   -0.182)    2.469
   1.504   (  -0.228    0.596   -2.802)    2.873
   1.569   (  -1.889    0.020    0.192)    1.899
   1.575   (  -0.579    0.144   -1.690)    1.792
   1.601   (   1.499   -1.007   -3.258)    3.725
   1.685   (   0.309    0.750   -1.871)    2.040
   1.718   (   3.123    3.531   -3.277)    5.741
   1.750   (  -3.703   -4.343    1.863)    6.004
   1.795   (  -1.146   -0.206    5.465)    5.588
   1.845   (   2.349    2.057    1.452)    3.444
   1.876   (  -1.254    1.431    2.699)    3.302
   1.920   (   0.816    0.540    3.443)    3.579
   1.970   (  -1.224    0.100    4.580)    4.742
   2.000   (   0.178   -1.073    3.148)    3.330
   2.044   (   1.115    0.787    6.054)    6.206
   2.077   (   0.534   -0.104    3.423)    3.466
   2.128   (   0.597   -1.599    0.502)    1.779
   2.155   (  -1.586    0.791    0.493)    1.840
   2.206   (   2.052   -0.689    3.494)    4.110
   2.213   (  -1.150   -0.066   -1.367)    1.788
   2.273   (   4.830    0.897    3.969)    6.315
   2.305   (  -1.663   -2.383    7.213)    7.776
   2.347   (  -2.666    0.020   -0.880)    2.808
   2.414   (   0.550    3.001    2.724)    4.091
   2.465   (  -0.479    1.576    1.187)    2.030
   2.494   (   0.741    3.370   -2.588)    4.313
   2.527   (   0.542    0.943   -1.646)    1.973
   2.583   (   1.678    0.127   -2.171)    2.747
   2.605   (   0.461    1.189    3.142)    3.391
   2.633   (   1.042    1.261    1.040)    1.939
   2.699   (  -0.884    2.025    0.549)    2.276
   2.716   (   0.738   -0.933    1.928)    2.266
   2.754   (   0.391   -0.366    2.154)    2.219
   2.786   (  -1.017   -2.803    2.399)    3.827
   2.843   (  -0.466   -1.683    0.257)    1.765
   2.857   (  -0.832   -2.686    0.323)    2.830
   2.904   (  -1.220   -1.652    2.224)    3.027
   2.926   (  -2.667    0.461   -1.936)    3.328
   2.942   (   0.278   -0.127    3.496)    3.510
   2.989   (   0.294   -1.816    2.348)    2.983
   3.050   (  -0.167    0.470   -1.123)    1.229
   3.068   (  -0.323   -2.324   -3.109)    3.895
   3.142   (  -1.680   -1.456   -2.039)    3.016
   3.174   (   0.357   -0.007   -2.838)    2.860
   3.230   (   0.377   -0.468   -4.030)    4.075
   3.302   (   0.194    0.153    0.542)    0.596
   3.316   (  -0.951    0.492    1.045)    1.496
   3.385   (  -0.019    1.905    0.567)    1.987
   3.422   (   0.983    1.112   -1.819)    2.348
   3.432   (   0.349    0.210    1.052)    1.128
   3.451   (  -0.475    1.046    0.098)    1.153
   3.542   (   0.397   -0.878    0.857)    1.290
   3.561   (  -0.829   -0.348    1.875)    2.080
   3.699   (  -0.148    0.401    2.556)    2.591
   3.708   (   0.575   -2.819   -1.894)    3.445
   3.734   (   0.853    0.804    2.679)    2.924
   3.854   (   1.126    2.808    1.292)    3.290
   3.899   (  -0.884    0.045   -0.716)    1.138
   3.944   (  -1.063   -2.945    2.312)    3.893
   4.024   (   1.427   -0.235   -0.130)    1.452
   4.051   (  -2.298    2.841    2.894)    4.661
   4.089   (  -0.548   -1.865    0.082)    1.946
   4.136   (  -0.512    0.881    0.180)    1.035
   4.149   (   3.144   -0.419    3.258)    4.547
   4.212   (  -0.301   -2.132   -0.901)    2.334
   4.306   (   3.070    2.036    1.117)    3.850
   4.367   (  -2.298    1.859    0.436)    2.988
   4.463   (  -0.080   -1.088    1.732)    2.047
   4.520   (  -2.765    0.414    1.034)    2.981
   4.773   (  -0.565   -2.588   -0.551)    2.705
   4.783   (   0.832   -3.416   -3.325)    4.839
   4.872   (   0.566    2.515    0.424)    2.613
   4.921   (  -0.809    1.019   -0.428)    1.370
   5.029   (   4.089    0.563    1.286)    4.324
   5.113   (  -3.259   -0.775   -0.103)    3.351
   6.509   (  -1.811   -1.794   29.776)   29.884
   6.552   (  -2.209   -0.671   32.962)   33.043
   6.889   (   4.291   -1.324   15.088)   15.742
   6.985   (  -4.732   -2.581   14.219)   15.207
   7.058   (   3.858    2.490   10.751)   11.690
   7.137   (  -3.284    1.903    9.260)   10.008
   7.263   (   0.228   -3.014    0.637)    3.089
   7.379   (  -0.484    1.774    0.253)    1.857
   7.436   (   0.057   -0.020    0.881)    0.883
   7.451   (   0.109   -0.649    1.356)    1.508
   7.488   (  -0.108   -1.214    1.540)    1.964
   7.512   (   0.688   -1.449    0.733)    1.764
   7.577   (   1.189    2.545    6.409)    6.998
   7.645   (  -1.955    2.372    5.694)    6.471
   7.837   (   3.735   -1.166    4.709)    6.123
   7.891   (   1.199    0.473   -4.147)    4.343
   7.947   (  -1.672   -0.447    4.830)    5.131
   7.997   (  -1.038    0.755    4.307)    4.494
   8.095   (  -0.826    0.055   -2.785)    2.906
   8.143   (  -0.037   -0.175   -2.290)    2.297
   8.190   (   0.192   -3.182   -2.949)    4.343
   8.276   (   1.053   -0.419   -1.968)    2.271
   8.296   (   0.495    0.754   -3.721)    3.829
   8.349   (  -0.740   -0.102   -3.393)    3.474
   8.365   (   1.878    1.785   -4.334)    5.049
   8.453   (  -1.839    1.828   -3.070)    4.018
   8.501   (  -0.515   -1.905   -1.180)    2.299
   8.512   (  -0.490   -2.063   -2.879)    3.576
   8.633   (   3.147    4.758   -3.073)    6.479
   8.652   (  -1.466    6.049   -2.175)    6.594
   8.976   (   3.974   -0.541   -4.193)    5.803
   9.025   (   3.062   -1.276   -2.811)    4.348
   9.067   (  -1.995   -2.151   -2.952)    4.162
   9.150   (  -5.499   -2.673   -1.538)    6.305
   9.227   (   0.845    0.690    0.157)    1.103
   9.286   (   1.873    1.431   -0.192)    2.365
   9.341   (  -2.314   -0.662   -1.912)    3.073
   9.383   (  -1.062    0.611    0.429)    1.298
   9.440   (   1.674   -0.671   -0.400)    1.847
   9.488   (  -0.477   -0.162   -0.064)    0.508
   9.556   (   1.832    0.887   -3.353)    3.922
   9.597   (  -1.820    1.591   -3.685)    4.408
   9.687   (   2.281   -1.664   -4.006)    4.901
   9.752   (  -1.993   -0.858   -3.632)    4.231
  11.342   (   0.153    0.045    0.378)    0.411
  11.346   (   0.010    0.120    0.338)    0.358
  11.355   (   0.166    0.008    0.020)    0.167
  11.357   (  -0.320   -0.149    0.040)    0.355
======================= Grid point 58 (20/28) =======================
q-point: (-0.40  0.20  0.29)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 88
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.660   (   0.580   -1.155    5.872)    6.012
   0.753   (  -3.122   -1.024    0.485)    3.321
   0.811   (  -1.252    3.758    4.944)    6.335
   0.825   (   1.353    1.185    3.165)    3.641
   0.889   (   0.426   -0.045    3.847)    3.871
   0.943   (  -1.487    0.619    2.813)    3.241
   0.966   (  -0.468    1.576    3.694)    4.044
   0.995   (   2.352    0.136    5.176)    5.687
   1.028   (  -2.382   -1.313    3.661)    4.561
   1.091   (  -0.044   -0.008    1.010)    1.011
   1.105   (  -0.224    0.049    2.497)    2.508
   1.135   (   0.877   -0.116    1.381)    1.640
   1.161   (   1.029   -0.991   -0.236)    1.448
   1.165   (  -0.273    0.309    0.983)    1.066
   1.196   (   0.592    0.020    0.855)    1.040
   1.217   (   1.762    0.995   -0.433)    2.069
   1.284   (  -0.267    0.661    1.656)    1.803
   1.325   (  -1.188   -0.660   -0.864)    1.611
   1.352   (  -0.705   -0.663    1.296)    1.618
   1.388   (   0.061   -0.266   -2.490)    2.505
   1.395   (  -0.842   -2.712   -0.647)    2.912
   1.436   (  -1.328   -0.682   -1.307)    1.984
   1.497   (   1.439   -0.832    0.382)    1.705
   1.547   (   1.215    0.671   -3.017)    3.321
   1.584   (  -0.505    1.425   -4.294)    4.553
   1.632   (   1.308    0.773   -1.744)    2.313
   1.654   (  -2.307   -1.831    2.493)    3.859
   1.720   (  -0.876    1.033   -3.772)    4.007
   1.773   (   1.544   -0.455    2.044)    2.601
   1.807   (   1.481    0.854   -0.404)    1.757
   1.840   (  -1.356    1.651    3.972)    4.510
   1.883   (   1.267   -3.056    2.393)    4.083
   1.922   (  -0.823    0.431    4.018)    4.124
   1.974   (   2.861    3.173    4.742)    6.383
   2.000   (  -1.433   -0.340    3.289)    3.604
   2.050   (  -0.741    0.198    5.084)    5.141
   2.066   (  -1.171   -2.413    4.146)    4.938
   2.129   (  -0.535    1.099   -0.894)    1.514
   2.141   (   1.445   -0.540    0.704)    1.696
   2.198   (  -2.625    0.008    6.641)    7.141
   2.247   (   0.322    1.576    2.556)    3.020
   2.258   (  -0.147   -3.001    1.787)    3.496
   2.288   (  -1.423    0.097    0.085)    1.429
   2.355   (   1.827   -0.627    0.837)    2.105
   2.428   (   0.702    1.950    2.786)    3.472
   2.444   (  -1.111    2.992    2.206)    3.880
   2.508   (  -0.968    3.040   -3.618)    4.824
   2.533   (   1.995    0.132   -1.697)    2.622
   2.588   (  -2.990    0.342   -0.354)    3.030
   2.603   (  -0.587    1.356   -0.026)    1.477
   2.647   (  -0.287    0.475    2.871)    2.925
   2.672   (  -0.735    2.894    1.605)    3.390
   2.707   (  -0.150   -0.390    1.596)    1.649
   2.778   (   0.923   -3.100    2.186)    3.904
   2.802   (   1.977   -1.021    1.975)    2.975
   2.831   (  -0.747   -1.657   -1.327)    2.250
   2.844   (  -0.156   -1.531    1.512)    2.157
   2.901   (   1.788   -1.545    2.991)    3.812
   2.922   (   1.662   -0.187    1.987)    2.598
   2.957   (   0.978   -0.032    3.420)    3.558
   2.992   (  -0.567   -3.675   -3.170)    4.886
   3.023   (  -0.421    0.609   -1.455)    1.633
   3.054   (   0.015    0.025    0.201)    0.203
   3.137   (   0.389   -1.115   -3.212)    3.422
   3.211   (   1.616   -0.617   -2.095)    2.716
   3.228   (  -0.294   -1.215   -4.110)    4.296
   3.299   (  -0.243    0.230   -0.267)    0.428
   3.314   (   0.947    0.252    1.347)    1.666
   3.379   (  -0.732    1.897   -0.677)    2.143
   3.416   (  -0.531    2.314    0.655)    2.463
   3.446   (   0.315   -0.381    1.536)    1.614
   3.463   (   0.734    0.544   -2.691)    2.842
   3.533   (  -1.452   -0.210    1.869)    2.376
   3.553   (   0.892   -0.662    2.419)    2.662
   3.681   (  -0.666   -0.795    0.924)    1.389
   3.728   (   0.469   -1.130    0.174)    1.236
   3.739   (  -0.667    0.077    1.374)    1.530
   3.867   (  -0.888    3.700   -0.029)    3.805
   3.902   (   1.471   -1.039    0.421)    1.849
   3.923   (   0.021   -2.501    1.744)    3.049
   4.007   (  -1.642    1.647    3.797)    4.453
   4.048   (   1.136    0.510    3.115)    3.355
   4.092   (   0.446   -1.092   -2.236)    2.528
   4.135   (   0.280    1.348   -1.106)    1.766
   4.175   (  -0.920   -2.631    4.026)    4.897
   4.219   (   0.695   -2.002   -0.890)    2.298
   4.292   (  -3.840    3.653    0.451)    5.319
   4.362   (   1.869    1.586    0.535)    2.509
   4.456   (   0.389   -1.176    2.598)    2.879
   4.530   (   2.662    0.428    0.628)    2.768
   4.763   (  -0.141   -2.549   -2.431)    3.525
   4.794   (  -0.024   -3.591   -1.008)    3.730
   4.883   (   0.130    2.044   -0.194)    2.058
   4.904   (  -0.303    1.670   -0.133)    1.702
   5.035   (  -3.840    0.448    1.027)    4.000
   5.112   (   3.362   -0.766    0.017)    3.448
   6.510   (   1.923   -1.948   29.813)   29.939
   6.551   (   2.060   -0.481   32.925)   32.993
   6.886   (  -4.233   -1.288   15.518)   16.137
   6.987   (   4.779   -2.697   13.786)   14.838
   7.053   (  -3.873    2.752   10.352)   11.390
   7.145   (   3.439    1.726    9.363)   10.123
   7.260   (  -0.439   -3.043    1.101)    3.265
   7.380   (   0.535    1.771    0.239)    1.866
   7.436   (   0.138   -0.391    0.676)    0.793
   7.457   (   0.367    0.264    1.778)    1.835
   7.475   (  -0.853   -1.647    1.509)    2.391
   7.520   (  -0.128   -1.985    0.156)    1.996
   7.585   (  -1.543    2.447    4.901)    5.692
   7.634   (   1.902    2.930    7.870)    8.610
   7.836   (  -3.717   -1.178    4.188)    5.723
   7.890   (  -0.998    0.487   -4.444)    4.581
   7.957   (   1.708   -1.077    6.339)    6.653
   7.981   (   0.503    1.455    2.431)    2.877
   8.110   (   1.720   -0.302   -0.942)    1.984
   8.139   (  -0.103    0.804   -3.236)    3.336
   8.180   (  -1.155   -3.261   -3.012)    4.587
   8.274   (  -1.237   -0.359   -3.087)    3.345
   8.294   (   0.241    0.010   -2.409)    2.422
   8.370   (   1.292   -0.725   -4.382)    4.626
   8.394   (  -2.108    0.798   -3.919)    4.521
   8.426   (   2.245    2.344   -3.182)    4.545
   8.495   (  -0.046   -0.913   -1.483)    1.742
   8.506   (   0.070   -1.389   -2.746)    3.078
   8.607   (  -2.104    5.338   -1.401)    5.907
   8.687   (   1.156    4.963   -3.600)    6.239
   8.963   (  -4.062   -0.687   -3.571)    5.452
   9.024   (  -4.884   -1.172   -2.050)    5.425
   9.060   (   3.852   -1.840   -3.953)    5.818
   9.165   (   5.392   -3.378   -1.669)    6.578
   9.228   (  -0.802    1.072    0.461)    1.416
   9.290   (  -2.198    0.735   -1.489)    2.755
   9.338   (   2.536    1.019    0.575)    2.793
   9.373   (   0.302   -0.686   -1.329)    1.526
   9.453   (  -1.095   -0.410    0.015)    1.169
   9.480   (   0.415   -0.103   -0.133)    0.448
   9.552   (  -1.691    1.013   -3.343)    3.881
   9.604   (   1.931    1.552   -3.811)    4.546
   9.684   (  -2.475   -1.748   -3.850)    4.899
   9.752   (   1.960   -0.865   -3.694)    4.270
  11.341   (  -0.156    0.077    0.418)    0.453
  11.349   (   0.152    0.106    0.194)    0.268
  11.351   (  -0.187   -0.041    0.176)    0.260
  11.359   (   0.180   -0.118   -0.008)    0.215
======================= Grid point 62 (21/28) =======================
q-point: ( 0.40  0.40  0.29)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 88
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.686   (   1.901    2.289    3.855)    4.869
   0.748   (   1.094    1.529    1.225)    2.244
   0.837   (  -0.491    1.229    2.103)    2.484
   0.860   (   1.622   -2.597    2.198)    3.769
   0.893   (  -1.778   -0.349    0.066)    1.813
   0.942   (   2.187    1.640    5.032)    5.726
   0.972   (  -0.675    1.497    4.686)    4.966
   0.998   (  -0.232   -1.641    4.145)    4.463
   1.023   (   0.963    2.203    4.369)    4.987
   1.083   (  -0.881   -2.438    2.276)    3.449
   1.097   (  -2.069   -2.137    0.244)    2.985
   1.111   (  -0.267    0.352    0.006)    0.441
   1.157   (   0.128    0.100    1.117)    1.129
   1.174   (   0.471    0.486    1.106)    1.296
   1.189   (  -0.606   -0.584    0.199)    0.865
   1.227   (  -0.261   -0.490   -0.596)    0.814
   1.292   (   0.748    3.619    3.516)    5.101
   1.320   (   0.342   -0.089    0.698)    0.782
   1.346   (   0.165   -0.549   -2.315)    2.385
   1.360   (   0.228   -0.502   -0.780)    0.955
   1.415   (   1.482    0.841   -0.418)    1.755
   1.429   (  -0.093   -0.954    1.801)    2.040
   1.477   (  -1.836   -2.560    0.480)    3.187
   1.540   (  -1.790   -1.431   -1.068)    2.528
   1.588   (  -0.048    0.003   -4.821)    4.821
   1.631   (   0.035    2.287    1.414)    2.689
   1.664   (   1.013   -2.538    1.400)    3.070
   1.687   (  -3.670   -1.413    1.739)    4.300
   1.768   (   2.543    1.881   -4.550)    5.541
   1.821   (  -1.218    1.880    0.556)    2.308
   1.836   (   0.365   -1.682   -1.033)    2.008
   1.909   (   1.898    0.732    3.283)    3.862
   1.921   (   0.169    0.359    2.190)    2.226
   1.995   (   0.418    0.974    6.103)    6.194
   2.020   (  -0.825    2.837    1.656)    3.387
   2.046   (   2.064   -2.236    2.669)    4.048
   2.068   (   1.055    0.813   10.002)   10.090
   2.097   (  -2.046   -0.870    4.814)    5.303
   2.165   (   0.758   -1.146   -0.306)    1.407
   2.169   (  -1.579   -0.429    0.202)    1.649
   2.188   (  -2.651   -1.989   -0.536)    3.357
   2.280   (   0.089   -0.025    6.998)    6.999
   2.323   (   2.986    2.643   -0.206)    3.993
   2.353   (  -0.113   -0.063   -2.060)    2.064
   2.469   (   1.808    2.356    3.526)    4.610
   2.499   (   0.961    0.676    2.441)    2.709
   2.528   (   1.317    1.036   -2.801)    3.264
   2.576   (   1.451    1.270   -4.432)    4.833
   2.597   (   1.552    1.932    0.275)    2.493
   2.627   (  -0.143    0.495    4.308)    4.339
   2.658   (   0.600    1.757    1.305)    2.269
   2.695   (  -0.552   -3.302    2.733)    4.321
   2.716   (  -2.746   -1.533   -0.731)    3.229
   2.722   (   0.788    0.514    0.615)    1.124
   2.767   (  -0.865    0.589    2.231)    2.464
   2.787   (  -1.271   -2.747   -0.399)    3.053
   2.812   (  -1.624   -1.291    3.344)    3.935
   2.880   (  -0.586   -0.131   -0.065)    0.604
   2.917   (  -0.567   -1.377   -3.888)    4.163
   2.942   (  -0.690    0.333    3.091)    3.184
   2.949   (  -0.403   -1.129    2.760)    3.009
   3.059   (   0.916    0.511   -1.671)    1.973
   3.063   (   1.847    0.919   -2.368)    3.140
   3.140   (   0.503   -2.382   -3.157)    3.987
   3.149   (  -3.161    1.916   -2.921)    4.712
   3.191   (  -1.739   -2.688   -3.422)    4.686
   3.310   (   0.121    0.068    3.319)    3.322
   3.329   (   0.555    0.475    1.768)    1.912
   3.414   (   1.253    0.906   -0.467)    1.615
   3.427   (  -0.210    0.156    0.149)    0.301
   3.466   (   1.440    2.085   -3.385)    4.228
   3.471   (   0.276    0.163    0.474)    0.572
   3.514   (  -1.368   -1.591    0.244)    2.112
   3.552   (  -0.001   -0.347    2.816)    2.837
   3.679   (   0.763    0.220   -0.065)    0.797
   3.717   (  -0.412    0.864    2.453)    2.633
   3.732   (  -0.361   -0.921    1.524)    1.817
   3.862   (  -1.284   -0.784    4.001)    4.275
   3.882   (  -1.032   -1.548    3.131)    3.642
   3.959   (   3.026    3.115   -1.730)    4.675
   4.019   (   0.465    0.113    4.300)    4.327
   4.054   (  -0.505   -1.017   -1.522)    1.899
   4.086   (  -0.284   -0.251    1.156)    1.216
   4.111   (  -2.181   -1.385    1.733)    3.111
   4.173   (   1.914    0.702    1.423)    2.486
   4.190   (  -0.980    0.314    1.037)    1.460
   4.342   (   1.489    1.478   -0.662)    2.200
   4.372   (  -1.053   -1.199    3.885)    4.200
   4.477   (   2.954    2.127   -0.069)    3.641
   4.522   (  -1.248   -0.438    0.876)    1.587
   4.704   (  -2.565   -2.693   -4.758)    6.038
   4.747   (  -0.991   -0.884   -2.607)    2.926
   4.913   (   0.890    1.425    0.529)    1.761
   4.926   (   0.351   -0.284    0.610)    0.758
   5.049   (   0.862    1.002    1.607)    2.080
   5.094   (  -0.915   -0.977    0.126)    1.345
   6.478   (  -0.937   -0.933   29.367)   29.397
   6.541   (  -0.330   -0.338   34.280)   34.283
   6.882   (   1.025    0.909   16.636)   16.692
   6.924   (  -3.003   -2.906   16.402)   16.926
   7.115   (   3.036    2.795    7.323)    8.406
   7.160   (  -0.729   -0.261    8.760)    8.794
   7.211   (  -1.433   -1.636   -0.273)    2.192
   7.401   (   0.404    0.483   -0.273)    0.686
   7.428   (  -0.009   -0.145    1.773)    1.779
   7.442   (  -1.048   -0.739    2.298)    2.631
   7.469   (   0.239   -0.142    0.175)    0.329
   7.497   (  -0.501   -0.336   -2.103)    2.188
   7.636   (   2.525    2.799    7.674)    8.550
   7.670   (   0.104   -0.212    8.391)    8.394
   7.816   (  -0.571   -0.626    3.750)    3.845
   7.893   (  -0.218   -0.231    0.762)    0.826
   7.945   (   0.052    0.236    1.920)    1.935
   8.011   (   1.031    0.604    3.987)    4.163
   8.102   (  -1.911    0.449   -3.124)    3.690
   8.108   (  -0.108   -2.029   -1.855)    2.752
   8.167   (   0.201    0.002   -3.879)    3.885
   8.272   (   0.196    0.141   -2.925)    2.934
   8.284   (  -0.835   -0.940   -3.109)    3.354
   8.366   (   0.475    0.827   -2.860)    3.015
   8.404   (   0.279    0.988   -5.331)    5.429
   8.462   (   1.237   -0.393   -1.633)    2.086
   8.478   (  -0.939    0.103   -0.928)    1.325
   8.495   (  -0.173   -0.375   -3.331)    3.357
   8.720   (   4.936    3.612   -2.947)    6.790
   8.755   (   0.858    2.543   -2.937)    3.978
   8.964   (   1.281    0.353   -3.348)    3.602
   9.008   (  -1.915   -1.294   -4.099)    4.706
   9.020   (  -0.557   -1.091   -2.033)    2.374
   9.088   (  -3.275   -2.823   -2.518)    5.003
   9.258   (   1.483    1.765    0.504)    2.359
   9.297   (   0.638    0.025   -1.221)    1.378
   9.333   (  -2.277   -1.323   -0.444)    2.671
   9.373   (   1.059    0.138    1.449)    1.800
   9.452   (   0.230    1.118   -1.086)    1.576
   9.472   (  -0.609   -1.207   -0.746)    1.544
   9.583   (   1.904    1.707   -3.645)    4.452
   9.632   (  -0.374    0.458   -3.918)    3.963
   9.649   (  -0.308   -0.964   -3.735)    3.869
   9.729   (  -1.138   -1.108   -3.371)    3.727
  11.344   (   0.196    0.150    0.271)    0.367
  11.348   (  -0.047    0.096    0.264)    0.284
  11.352   (  -0.104   -0.244    0.094)    0.282
  11.356   (  -0.032    0.011    0.027)    0.043
======================= Grid point 75 (22/28) =======================
q-point: ( 0.00  0.00  0.43)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 28
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.787   (   0.000    0.000    6.804)    6.804
   0.787   (  -0.000    0.000    6.804)    6.804
   0.865   (   0.000    0.000    6.498)    6.498
   0.913   (   0.000    0.000    4.383)    4.383
   0.982   (   0.000    0.000   -0.868)    0.868
   0.982   (   0.000    0.000   -0.868)    0.868
   1.013   (   0.000    0.000   -3.076)    3.076
   1.041   (   0.000    0.000    2.490)    2.490
   1.041   (   0.000    0.000    2.490)    2.490
   1.145   (   0.000    0.000    1.169)    1.169
   1.145   (  -0.000    0.000    1.169)    1.169
   1.160   (   0.000    0.000   -0.150)    0.150
   1.160   (   0.000    0.000   -0.150)    0.150
   1.174   (   0.000    0.000    0.073)    0.073
   1.217   (  -0.000    0.000   -6.290)    6.290
   1.265   (  -0.000    0.000    1.972)    1.972
   1.280   (   0.000   -0.000    5.443)    5.443
   1.280   (   0.000    0.000    5.443)    5.443
   1.392   (   0.000    0.000   -4.606)    4.606
   1.392   (   0.000    0.000   -4.606)    4.606
   1.429   (  -0.000    0.000    6.927)    6.927
   1.452   (   0.000    0.000   -3.540)    3.540
   1.452   (   0.000    0.000   -3.540)    3.540
   1.455   (   0.000    0.000   -1.181)    1.181
   1.483   (   0.000    0.000    2.268)    2.268
   1.566   (  -0.000    0.000   -4.880)    4.880
   1.634   (  -0.000   -0.000   -1.324)    1.324
   1.637   (   0.000    0.000   -2.754)    2.754
   1.637   (   0.000    0.000   -2.754)    2.754
   1.831   (   0.000   -0.000   -1.935)    1.935
   1.901   (   0.000    0.000   -0.139)    0.139
   1.901   (   0.000    0.000   -0.139)    0.139
   1.946   (  -0.000    0.000    0.191)    0.191
   2.004   (   0.000    0.000    6.531)    6.531
   2.090   (  -0.000    0.000   -3.069)    3.069
   2.115   (  -0.000    0.000   -0.214)    0.214
   2.115   (   0.000   -0.000   -0.214)    0.214
   2.170   (   0.000    0.000    0.500)    0.500
   2.191   (   0.000    0.000    3.479)    3.479
   2.191   (   0.000    0.000    3.479)    3.479
   2.277   (  -0.000    0.000    4.328)    4.328
   2.283   (  -0.000    0.000    3.801)    3.801
   2.389   (   0.000    0.000    7.192)    7.192
   2.440   (   0.000    0.000   -0.187)    0.187
   2.440   (   0.000    0.000   -0.187)    0.187
   2.466   (   0.000    0.000    5.239)    5.239
   2.483   (  -0.000    0.000   -0.356)    0.356
   2.519   (   0.000   -0.000    0.426)    0.426
   2.519   (   0.000    0.000    0.426)    0.426
   2.552   (  -0.000    0.000   -1.465)    1.465
   2.591   (   0.000    0.000   -1.824)    1.824
   2.676   (   0.000    0.000   -1.865)    1.865
   2.723   (   0.000    0.000    0.503)    0.503
   2.723   (   0.000    0.000    0.503)    0.503
   2.754   (   0.000    0.000   -9.885)    9.885
   2.838   (   0.000    0.000   -0.515)    0.515
   2.945   (   0.000   -0.000    1.227)    1.227
   2.945   (  -0.000    0.000    1.227)    1.227
   2.977   (   0.000    0.000    0.012)    0.012
   2.994   (  -0.000    0.000   -0.368)    0.368
   2.994   (   0.000    0.000   -0.368)    0.368
   3.118   (   0.000    0.000    0.314)    0.314
   3.162   (   0.000   -0.000    1.362)    1.362
   3.170   (   0.000    0.000   -0.653)    0.653
   3.177   (   0.000    0.000    1.274)    1.274
   3.177   (   0.000    0.000    1.274)    1.274
   3.342   (   0.000    0.000    0.012)    0.012
   3.386   (   0.000    0.000   -0.791)    0.791
   3.386   (   0.000    0.000   -0.791)    0.791
   3.428   (   0.000    0.000   -0.749)    0.749
   3.428   (  -0.000    0.000   -0.749)    0.749
   3.434   (   0.000    0.000    1.416)    1.416
   3.529   (   0.000    0.000    4.216)    4.216
   3.633   (   0.000    0.000   -6.224)    6.224
   3.684   (   0.000    0.000    1.580)    1.580
   3.723   (   0.000   -0.000    0.411)    0.411
   3.723   (   0.000   -0.000    0.411)    0.411
   3.813   (   0.000    0.000   10.164)   10.164
   3.959   (   0.000    0.000   -2.146)    2.146
   3.962   (   0.000    0.000    1.142)    1.142
   4.057   (  -0.000    0.000   -2.116)    2.116
   4.061   (  -0.000   -0.000   -7.169)    7.169
   4.069   (   0.000    0.000    0.780)    0.780
   4.069   (  -0.000    0.000    0.780)    0.780
   4.163   (   0.000    0.000   -0.134)    0.134
   4.163   (   0.000    0.000   -0.134)    0.134
   4.222   (   0.000    0.000    2.991)    2.991
   4.412   (   0.000    0.000    1.590)    1.590
   4.651   (  -0.000    0.000    0.805)    0.805
   4.651   (   0.000   -0.000    0.805)    0.805
   4.737   (   0.000    0.000   -0.098)    0.098
   4.815   (   0.000    0.000    1.539)    1.539
   4.878   (   0.000    0.000    0.157)    0.157
   4.878   (   0.000    0.000    0.157)    0.157
   4.891   (   0.000    0.000   -0.744)    0.744
   5.188   (   0.000    0.000   -0.684)    0.684
   6.993   (   0.000    0.000    5.033)    5.033
   6.993   (  -0.000    0.000    5.033)    5.033
   7.105   (   0.000    0.000    8.122)    8.122
   7.158   (  -0.000    0.000   13.141)   13.141
   7.319   (   0.000    0.000   -3.716)    3.716
   7.332   (  -0.000    0.000    3.001)    3.001
   7.332   (   0.000    0.000    3.001)    3.001
   7.375   (   0.000    0.000   12.023)   12.023
   7.465   (   0.000    0.000    0.509)    0.509
   7.473   (   0.000    0.000   -0.685)    0.685
   7.545   (   0.000    0.000    4.504)    4.504
   7.545   (   0.000    0.000    4.504)    4.504
   7.697   (   0.000    0.000   -4.879)    4.879
   7.747   (   0.000    0.000    1.711)    1.711
   7.832   (   0.000    0.000    9.347)    9.347
   7.832   (   0.000    0.000    9.347)    9.347
   8.002   (   0.000    0.000   -1.400)    1.400
   8.016   (   0.000    0.000   -1.410)    1.410
   8.081   (   0.000    0.000   -0.654)    0.654
   8.081   (   0.000    0.000   -0.654)    0.654
   8.162   (   0.000    0.000   -3.338)    3.338
   8.173   (   0.000    0.000   -4.136)    4.136
   8.173   (  -0.000    0.000   -4.136)    4.136
   8.276   (  -0.000    0.000    1.739)    1.739
   8.386   (   0.000    0.000   -3.858)    3.858
   8.386   (   0.000    0.000   -3.858)    3.858
   8.393   (   0.000    0.000   -3.994)    3.994
   8.574   (   0.000    0.000   -0.898)    0.898
   8.574   (   0.000    0.000   -0.898)    0.898
   8.589   (   0.000    0.000    1.941)    1.941
   8.820   (   0.000    0.000   -0.938)    0.938
   8.823   (   0.000    0.000   -1.832)    1.832
   9.160   (   0.000    0.000   -1.872)    1.872
   9.190   (  -0.000    0.000   -0.917)    0.917
   9.204   (   0.000    0.000    1.444)    1.444
   9.363   (   0.000    0.000   -0.862)    0.862
   9.363   (  -0.000   -0.000   -0.862)    0.862
   9.421   (   0.000    0.000    1.361)    1.361
   9.421   (  -0.000    0.000    1.361)    1.361
   9.449   (   0.000    0.000    0.563)    0.563
   9.449   (   0.000    0.000   -2.050)    2.050
   9.544   (   0.000    0.000   -3.631)    3.631
   9.544   (   0.000    0.000   -3.631)    3.631
   9.755   (   0.000    0.000   -1.893)    1.893
  11.344   (   0.000    0.000    0.268)    0.268
  11.353   (   0.000    0.000    0.130)    0.130
  11.353   (   0.000    0.000    0.130)    0.130
  11.366   (  -0.000    0.000   -0.070)    0.070
======================= Grid point 76 (23/28) =======================
q-point: ( 0.20  0.00  0.43)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 88
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.779   (  -0.879   -1.207    5.051)    5.267
   0.802   (   0.292    0.618    7.025)    7.058
   0.885   (   2.357    0.114    1.560)    2.829
   0.900   (  -0.679    2.298    4.616)    5.201
   0.916   (  -3.617   -1.772    1.397)    4.263
   0.999   (   1.141   -0.337   -1.197)    1.688
   1.026   (  -0.516    1.160    3.787)    3.994
   1.049   (   0.523   -0.583   -1.371)    1.578
   1.068   (   2.227    0.325    0.565)    2.321
   1.122   (  -0.951   -0.010    0.401)    1.032
   1.131   (  -0.741    0.316    2.123)    2.270
   1.136   (  -0.646   -0.660    0.523)    1.061
   1.162   (   0.342   -0.139    0.229)    0.434
   1.209   (  -0.960    0.248   -0.521)    1.121
   1.216   (  -1.352   -0.181    0.080)    1.366
   1.258   (  -0.096   -0.259   -1.217)    1.248
   1.274   (   0.287    0.443    1.941)    2.012
   1.291   (  -0.012   -0.416    1.898)    1.943
   1.368   (  -1.372   -1.328   -2.534)    3.173
   1.384   (  -0.784    0.336   -2.491)    2.633
   1.399   (  -1.735    0.692    2.744)    3.320
   1.426   (   0.022    0.537   -1.625)    1.711
   1.445   (  -0.479    0.748   -2.637)    2.783
   1.468   (   0.792   -0.968   -1.973)    2.336
   1.525   (   2.319   -0.654   -1.134)    2.663
   1.556   (   1.260   -0.221   -0.632)    1.427
   1.627   (  -0.215   -0.077   -2.479)    2.489
   1.674   (   2.752    2.715   -1.429)    4.122
   1.711   (   4.044   -1.461   -0.612)    4.343
   1.841   (   1.227    0.140   -1.329)    1.814
   1.897   (  -0.262   -0.101    1.430)    1.457
   1.918   (   0.778    0.541    0.297)    0.993
   1.933   (  -0.260   -1.113   -1.831)    2.158
   2.034   (   0.605   -0.371    5.058)    5.107
   2.073   (  -2.777    0.695    1.064)    3.054
   2.091   (  -0.577   -1.033   -0.348)    1.234
   2.097   (   0.539   -0.049   -0.800)    0.966
   2.138   (  -1.332    2.522    2.002)    3.485
   2.187   (  -1.293   -2.989    0.506)    3.296
   2.235   (   2.536    1.352    3.238)    4.329
   2.285   (   1.110   -0.327    3.681)    3.858
   2.295   (   0.477   -0.068   -0.626)    0.790
   2.360   (  -1.765   -0.339    4.557)    4.899
   2.406   (  -2.247    1.857    1.885)    3.472
   2.432   (  -0.862   -0.648    0.982)    1.458
   2.454   (  -1.635    1.239   -0.093)    2.054
   2.464   (  -0.760   -1.166    3.138)    3.433
   2.529   (   0.769   -0.770   -0.529)    1.211
   2.544   (  -0.197    0.552   -1.829)    1.920
   2.584   (   4.170    0.119    1.833)    4.556
   2.614   (   2.549   -0.292    1.364)    2.905
   2.664   (  -1.062    0.461   -2.065)    2.367
   2.714   (   1.257    1.049   -2.055)    2.628
   2.749   (   1.974   -2.374    0.840)    3.200
   2.811   (   2.201    0.556   -4.762)    5.276
   2.865   (   2.269    0.663   -0.346)    2.389
   2.914   (  -2.302    0.356    2.699)    3.565
   2.948   (   0.163   -0.846    1.091)    1.390
   2.969   (  -0.792    0.049   -0.426)    0.901
   2.994   (  -0.119    0.226    0.449)    0.517
   2.995   (   0.486   -0.452   -2.309)    2.402
   3.090   (  -2.975   -0.052    0.492)    3.016
   3.134   (  -1.669    0.456    1.049)    2.023
   3.142   (  -1.947    0.705    1.773)    2.726
   3.157   (  -2.002    1.165   -0.630)    2.400
   3.174   (  -1.109   -2.074   -1.782)    2.951
   3.330   (  -2.587   -1.827   -0.289)    3.180
   3.340   (  -1.054    1.118    0.037)    1.537
   3.391   (  -0.058    1.323    0.327)    1.364
   3.405   (  -1.254   -0.284   -0.216)    1.304
   3.425   (   0.548    0.584   -0.434)    0.911
   3.469   (   1.216   -1.209    1.017)    1.994
   3.549   (   1.688    0.317    3.421)    3.828
   3.646   (   0.598    0.064   -4.486)    4.526
   3.669   (  -1.172    0.161    2.679)    2.929
   3.712   (  -0.626    0.096   -1.159)    1.321
   3.735   (   1.094   -0.340   -0.018)    1.146
   3.828   (   0.465    0.141    7.583)    7.599
   3.943   (  -0.635   -0.047   -1.929)    2.031
   3.986   (   1.758   -0.122    1.111)    2.083
   4.002   (  -2.665    0.427   -1.232)    2.967
   4.043   (  -0.542   -0.469   -3.377)    3.452
   4.078   (   0.133   -0.236   -0.094)    0.286
   4.104   (   0.454    0.070   -0.706)    0.843
   4.172   (   1.959    0.389   -0.551)    2.072
   4.224   (   3.980   -0.627    1.390)    4.262
   4.240   (   2.552    0.616    2.089)    3.355
   4.388   (  -2.204    0.029    0.975)    2.410
   4.610   (  -3.639   -0.086    0.824)    3.732
   4.626   (  -4.166    0.155    4.066)    5.824
   4.714   (   0.747   -0.214   -4.038)    4.112
   4.831   (   1.358   -0.068    1.501)    2.025
   4.858   (  -1.672   -1.697   -0.864)    2.534
   4.880   (  -0.042    2.186   -0.007)    2.187
   4.954   (   4.589   -0.367    0.597)    4.642
   5.172   (  -1.650   -0.009   -0.382)    1.694
   6.990   (  -0.203   -0.519    8.233)    8.252
   7.012   (   1.574    0.667    5.296)    5.565
   7.105   (  -0.969    0.475    8.071)    8.143
   7.120   (  -1.858   -0.692   10.467)   10.653
   7.278   (  -1.945    0.051    0.880)    2.135
   7.317   (  -1.525    0.005    6.251)    6.434
   7.367   (   0.822   -1.772    2.825)    3.435
   7.369   (  -0.132    1.966    5.830)    6.154
   7.454   (  -1.011    0.169    0.412)    1.105
   7.456   (  -1.015   -0.357    0.068)    1.078
   7.565   (   1.631   -1.245    3.339)    3.918
   7.587   (   3.464    1.269    5.771)    6.850
   7.697   (  -1.683    0.833    0.486)    1.940
   7.716   (  -0.059   -0.226   -2.638)    2.648
   7.802   (  -2.515   -2.553    8.029)    8.793
   7.844   (  -0.285    2.113    1.747)    2.756
   8.008   (   0.264   -0.557    0.466)    0.773
   8.038   (   2.726    0.565    0.551)    2.838
   8.085   (   0.050    0.214   -0.145)    0.263
   8.103   (   1.442   -0.167   -1.604)    2.163
   8.168   (   0.952    0.058   -1.168)    1.508
   8.191   (   1.626   -0.378   -3.953)    4.291
   8.202   (   2.287    0.197   -2.946)    3.734
   8.263   (  -0.746   -0.241    0.656)    1.022
   8.360   (  -1.676    0.467   -4.400)    4.731
   8.370   (  -1.550   -1.463   -3.531)    4.124
   8.427   (   2.219    1.336   -2.872)    3.867
   8.546   (  -1.957    0.412   -1.005)    2.238
   8.559   (  -1.334   -0.696   -0.400)    1.557
   8.579   (  -0.991    0.023    0.876)    1.323
   8.842   (   2.030    0.049   -2.028)    2.870
   8.885   (   5.608    0.048   -1.024)    5.701
   9.112   (  -4.187    0.219   -1.930)    4.616
   9.204   (   1.321   -0.392   -0.822)    1.605
   9.215   (   1.074   -0.048    1.245)    1.644
   9.298   (  -5.111    0.179   -0.842)    5.183
   9.353   (  -0.937   -0.346   -0.866)    1.322
   9.402   (  -1.738    0.778    1.040)    2.170
   9.439   (   1.320   -0.789    0.334)    1.573
   9.462   (   1.160    0.261   -0.693)    1.376
   9.477   (   1.528    0.149   -0.034)    1.536
   9.537   (  -0.629   -0.037   -3.242)    3.303
   9.570   (   2.472   -0.036   -3.304)    4.126
   9.739   (  -1.511    0.009   -2.003)    2.509
  11.346   (   0.101    0.007    0.261)    0.280
  11.352   (  -0.041   -0.069    0.131)    0.153
  11.353   (   0.058    0.069    0.089)    0.126
  11.364   (  -0.207   -0.007   -0.049)    0.213
======================= Grid point 77 (24/28) =======================
q-point: ( 0.40  0.00  0.43)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 88
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.763   (   0.143   -0.516    1.566)    1.655
   0.795   (  -2.013   -0.085   -0.991)    2.245
   0.842   (  -0.031   -2.024    5.576)    5.931
   0.878   (  -2.040    3.435    5.295)    6.633
   0.980   (   4.404   -0.655    3.623)    5.740
   1.011   (   0.310   -2.592    0.144)    2.614
   1.033   (   0.604    3.248   -2.942)    4.424
   1.056   (   1.326    1.758    4.687)    5.178
   1.079   (  -2.663   -0.757    4.288)    5.104
   1.101   (  -1.755   -0.712    0.178)    1.902
   1.118   (   0.536   -0.428   -1.476)    1.627
   1.136   (  -0.970   -0.241   -0.273)    1.036
   1.157   (   0.355   -0.827   -0.124)    0.909
   1.172   (  -0.368    0.489   -0.269)    0.668
   1.202   (   0.226    0.174    0.920)    0.963
   1.225   (  -1.965    0.348    0.505)    2.059
   1.285   (   0.301   -0.565    0.223)    0.678
   1.299   (  -0.438   -0.625   -2.004)    2.144
   1.350   (   0.130   -1.447   -0.773)    1.645
   1.363   (  -1.182    2.683    0.356)    2.953
   1.387   (   1.262   -2.530   -1.900)    3.407
   1.423   (  -1.637    1.155   -2.740)    3.394
   1.464   (   1.801    2.066   -1.101)    2.954
   1.479   (   0.189   -1.491   -2.087)    2.572
   1.564   (   1.468   -0.342   -1.998)    2.503
   1.581   (  -0.007    0.517    0.965)    1.095
   1.652   (   2.970   -0.408   -0.830)    3.110
   1.704   (  -1.008   -0.986    0.348)    1.453
   1.772   (   3.280    3.550   -0.535)    4.863
   1.846   (  -3.507   -2.001    0.534)    4.073
   1.893   (   2.537    1.507    2.440)    3.829
   1.928   (   0.079   -1.415    3.239)    3.536
   1.972   (   1.513   -1.731    0.405)    2.334
   2.001   (  -0.152    0.009   -1.220)    1.230
   2.015   (  -1.035    0.220   -1.165)    1.574
   2.101   (  -1.894   -0.212    1.575)    2.473
   2.112   (  -2.406    0.193   -0.654)    2.501
   2.118   (  -0.728    1.307    2.068)    2.552
   2.174   (   4.260    0.554    2.169)    4.813
   2.244   (  -2.377   -1.028    3.620)    4.451
   2.303   (   1.281   -0.940    3.836)    4.152
   2.325   (   2.583   -0.931   -2.340)    3.608
   2.344   (  -2.491    0.887    1.045)    2.843
   2.378   (   1.263    1.474   -1.338)    2.357
   2.389   (  -1.779    1.290   -3.553)    4.178
   2.432   (  -1.733   -2.027    1.114)    2.890
   2.476   (   2.304    1.750    4.580)    5.417
   2.523   (  -1.620   -1.275   -0.736)    2.189
   2.556   (   1.532    0.151   -1.999)    2.524
   2.605   (  -2.925    1.266   -1.405)    3.483
   2.671   (   2.994   -0.158    2.167)    3.699
   2.687   (   2.552   -0.709    4.911)    5.580
   2.755   (   2.020   -0.802   -0.641)    2.266
   2.770   (  -0.063   -0.342    0.185)    0.394
   2.832   (   0.848    1.077   -0.762)    1.568
   2.862   (  -2.204    0.128    2.392)    3.255
   2.916   (   1.624    0.480    1.749)    2.435
   2.943   (  -0.884   -0.976    1.833)    2.257
   2.953   (   0.155   -0.132   -0.150)    0.253
   2.984   (  -1.288    0.393    1.405)    1.946
   3.022   (   1.302   -1.501   -3.270)    3.826
   3.034   (  -1.179    0.681    1.132)    1.771
   3.102   (  -1.366   -0.167   -1.876)    2.326
   3.107   (  -2.033    0.519   -3.230)    3.852
   3.115   (  -0.070    2.833    0.183)    2.839
   3.142   (  -1.964   -2.706   -2.160)    3.981
   3.297   (  -0.085   -1.644   -0.705)    1.791
   3.316   (  -1.462    1.307    0.323)    1.988
   3.388   (   0.056    0.825    1.362)    1.593
   3.392   (  -0.293   -0.040    1.232)    1.267
   3.449   (   1.489    0.526   -0.104)    1.583
   3.473   (  -0.655   -1.133    0.867)    1.569
   3.586   (   1.792    0.308    3.091)    3.586
   3.622   (  -1.917   -0.008    2.779)    3.376
   3.676   (   1.074    0.383   -3.101)    3.304
   3.697   (  -0.947   -0.331   -2.708)    2.888
   3.765   (   1.896   -0.256   -0.019)    1.913
   3.807   (  -2.087    0.309    1.880)    2.826
   3.948   (   0.648   -0.489    1.159)    1.415
   3.964   (  -0.961    0.350   -0.167)    1.036
   4.024   (   1.354    0.400   -0.699)    1.575
   4.046   (   0.524    0.136   -0.323)    0.630
   4.065   (  -0.638   -0.957   -1.737)    2.083
   4.088   (  -1.344    0.220    0.328)    1.401
   4.237   (   3.632    0.269    0.571)    3.686
   4.286   (   0.959   -1.318    3.665)    4.011
   4.314   (   3.129    1.520    2.542)    4.308
   4.348   (  -0.366    0.149   -1.113)    1.180
   4.523   (  -4.078   -0.931    2.323)    4.784
   4.529   (  -3.879    0.593    0.436)    3.948
   4.758   (   2.788    0.154   -2.863)    3.999
   4.813   (  -2.580   -0.987   -1.713)    3.250
   4.858   (   1.123   -0.230    0.942)    1.484
   4.875   (  -0.528    1.113    0.381)    1.289
   5.046   (   4.379   -0.084    0.633)    4.425
   5.123   (  -3.199   -0.022    0.207)    3.206
   6.992   (   0.589   -0.839   13.061)   13.101
   7.016   (  -1.552    1.194   13.150)   13.295
   7.091   (   1.473    0.049    4.073)    4.331
   7.115   (  -0.385   -0.512    1.119)    1.289
   7.253   (  -0.256   -0.011    5.660)    5.666
   7.275   (  -2.229    0.200    9.078)    9.350
   7.364   (  -0.022    0.212    3.048)    3.055
   7.369   (  -0.442   -0.227    2.248)    2.302
   7.440   (  -0.108    0.076   -0.082)    0.156
   7.444   (  -0.384   -0.149    0.523)    0.666
   7.601   (   1.912   -1.754    2.384)    3.524
   7.637   (  -0.948    1.758    5.031)    5.413
   7.675   (   2.418    2.416    3.969)    5.238
   7.734   (  -1.469   -3.031    3.609)    4.936
   7.757   (   0.682   -1.338   -2.082)    2.567
   7.807   (  -2.818    2.109   -4.229)    5.502
   8.035   (   2.051   -0.480    1.569)    2.626
   8.072   (  -1.398    0.320    0.738)    1.614
   8.091   (   2.206    0.514    1.647)    2.800
   8.117   (  -0.251   -0.157   -0.230)    0.375
   8.193   (   1.174    0.147   -0.173)    1.196
   8.210   (  -0.397   -0.155   -0.978)    1.066
   8.253   (   3.064    0.691   -2.547)    4.044
   8.279   (   2.436   -1.383   -2.282)    3.613
   8.315   (  -2.811   -0.922   -3.470)    4.560
   8.330   (  -2.332    0.394   -3.110)    3.908
   8.473   (   2.160    2.448   -2.409)    4.057
   8.512   (  -1.685   -1.805   -1.611)    2.949
   8.535   (  -0.287    0.848   -0.055)    0.897
   8.553   (  -1.490   -0.668   -0.288)    1.658
   8.904   (   4.085    0.091   -2.443)    4.761
   8.985   (  -0.906   -0.233   -2.406)    2.582
   9.046   (   2.786    0.792   -0.832)    3.014
   9.170   (  -6.487   -0.825   -0.571)    6.564
   9.237   (   1.604   -1.402   -0.540)    2.198
   9.248   (   0.820    1.747    0.428)    1.977
   9.334   (  -0.388   -1.419   -0.568)    1.577
   9.358   (  -2.323    1.495    0.469)    2.802
   9.463   (   1.084   -0.798   -0.969)    1.659
   9.478   (  -0.098    0.666   -0.089)    0.679
   9.502   (   1.191   -0.080   -0.585)    1.329
   9.522   (  -0.806    0.065   -1.705)    1.887
   9.631   (   3.382   -0.097   -2.750)    4.360
   9.695   (  -2.815    0.052   -2.303)    3.638
  11.348   (   0.149    0.041    0.213)    0.263
  11.351   (  -0.108   -0.078    0.149)    0.200
  11.355   (   0.143    0.080    0.029)    0.167
  11.359   (  -0.237   -0.042   -0.008)    0.241
======================= Grid point 81 (25/28) =======================
q-point: ( 0.20  0.20  0.43)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 88
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.778   (  -0.642    0.334    7.149)    7.186
   0.813   (  -3.117    0.027    6.076)    6.829
   0.855   (   4.590   -0.738    3.405)    5.762
   0.887   (  -2.271   -2.076   -2.317)    3.851
   0.935   (  -2.184   -0.523   -3.754)    4.374
   0.982   (   2.231    0.542    5.010)    5.511
   1.028   (  -0.188   -0.055    1.742)    1.753
   1.063   (   0.306    1.316    4.128)    4.343
   1.069   (   1.142   -0.794   -1.767)    2.249
   1.122   (   0.309    1.789    2.134)    2.802
   1.128   (  -0.285   -0.676    2.447)    2.554
   1.146   (   0.142   -0.022   -1.694)    1.700
   1.162   (   0.052    0.576   -0.436)    0.724
   1.211   (  -0.687   -1.792    0.801)    2.080
   1.224   (  -2.453   -1.347   -0.475)    2.838
   1.242   (   0.401   -2.210    0.080)    2.247
   1.266   (   0.043    3.381   -0.790)    3.472
   1.304   (  -0.773    0.342    1.329)    1.575
   1.342   (  -0.819   -0.095   -0.594)    1.016
   1.359   (  -2.795   -1.926   -0.892)    3.509
   1.375   (   0.690   -1.393   -0.679)    1.696
   1.422   (   0.960   -0.488   -2.010)    2.280
   1.468   (   0.501    0.897   -1.206)    1.584
   1.494   (   1.629    2.152   -1.839)    3.266
   1.551   (   1.001    1.948   -1.168)    2.482
   1.569   (   0.517    0.632    0.346)    0.886
   1.625   (   0.652    0.546   -2.521)    2.660
   1.643   (   1.399   -0.355   -1.130)    1.833
   1.781   (   2.977    2.046   -0.993)    3.747
   1.857   (   1.630    1.600    1.105)    2.537
   1.892   (  -0.401   -0.799    0.384)    0.973
   1.917   (   0.488    0.848    0.997)    1.397
   1.929   (  -1.263    0.635   -1.124)    1.806
   2.007   (  -3.774   -2.618    0.072)    4.594
   2.057   (  -0.831   -0.978    2.305)    2.638
   2.097   (  -0.755   -0.397    0.137)    0.864
   2.102   (   1.464    0.274    1.858)    2.381
   2.129   (   1.452   -0.313   -0.407)    1.540
   2.193   (  -1.406    1.423    2.968)    3.579
   2.257   (   2.329   -0.985    0.805)    2.654
   2.282   (  -1.036    1.288    3.017)    3.440
   2.292   (  -0.386    0.823    1.208)    1.512
   2.353   (  -1.599   -1.321   -0.319)    2.098
   2.380   (   1.629   -1.300    3.972)    4.486
   2.422   (  -0.792   -0.854    1.492)    1.893
   2.471   (   0.925   -0.746   -1.750)    2.115
   2.487   (   0.591    1.588    3.255)    3.670
   2.511   (  -0.697    0.340   -0.579)    0.968
   2.553   (   0.500    0.360   -0.284)    0.678
   2.621   (   3.383    2.044    2.534)    4.695
   2.631   (   0.631    2.027    1.519)    2.610
   2.674   (   0.869    0.024   -1.242)    1.516
   2.703   (   0.811    0.133   -2.032)    2.192
   2.747   (  -1.148    1.793   -1.963)    2.896
   2.828   (   0.723   -0.115   -1.271)    1.466
   2.888   (   2.215    0.961   -0.435)    2.453
   2.906   (  -0.226   -1.366    2.783)    3.108
   2.921   (  -2.735   -0.951    1.960)    3.497
   2.968   (  -1.288   -0.993   -0.664)    1.757
   2.981   (   0.569    0.546    0.489)    0.928
   3.007   (  -0.442    0.764   -1.736)    1.947
   3.062   (  -2.599   -2.861   -0.445)    3.891
   3.073   (  -3.324   -3.682    0.479)    4.984
   3.131   (  -1.156   -1.836   -0.301)    2.190
   3.133   (  -0.449   -1.674   -0.657)    1.854
   3.191   (  -1.321    0.427   -1.680)    2.179
   3.308   (  -1.934   -0.256    0.874)    2.138
   3.351   (   0.465   -0.488    0.010)    0.674
   3.384   (  -1.132   -0.178   -0.761)    1.375
   3.392   (   1.947   -0.918    0.194)    2.161
   3.443   (   1.173    0.598   -0.012)    1.317
   3.473   (  -1.027    1.223    1.455)    2.160
   3.563   (   1.387    0.809    3.144)    3.530
   3.645   (  -0.181    0.041   -3.560)    3.565
   3.655   (  -0.580   -1.346    3.591)    3.878
   3.720   (   0.479    0.201   -2.653)    2.704
   3.735   (   0.081    0.909    0.690)    1.144
   3.839   (   0.487    0.161    4.017)    4.050
   3.934   (  -0.472   -0.196    0.037)    0.512
   3.964   (  -2.224   -2.385   -0.738)    3.343
   4.017   (   1.994    1.296   -0.341)    2.402
   4.042   (   0.335    1.277   -1.131)    1.738
   4.096   (   0.600    1.474   -0.262)    1.613
   4.144   (   2.552    0.824   -0.785)    2.794
   4.158   (  -0.330    0.617    0.030)    0.700
   4.237   (   0.694    1.313    3.540)    3.839
   4.267   (   3.459    2.380    0.384)    4.216
   4.366   (  -1.791   -1.936    0.078)    2.638
   4.586   (  -3.334   -2.788    4.411)    6.192
   4.614   (  -1.218   -1.930    1.370)    2.662
   4.687   (  -1.336   -0.720   -4.462)    4.713
   4.799   (  -2.910   -2.475   -0.960)    3.939
   4.856   (   1.480    1.693    0.423)    2.288
   4.920   (   1.278   -0.153    0.101)    1.291
   4.979   (   2.791    3.443    0.761)    4.497
   5.158   (  -1.373   -1.346   -0.150)    1.929
   6.979   (  -1.131   -0.595   10.789)   10.864
   7.033   (   2.366    1.220    5.629)    6.227
   7.091   (  -1.294   -1.505   10.206)   10.398
   7.117   (  -0.308    0.697    6.371)    6.416
   7.261   (  -1.328   -1.438    3.493)    4.004
   7.317   (  -0.325   -1.443    4.439)    4.679
   7.320   (  -1.852   -0.884    6.821)    7.123
   7.403   (   0.666    0.383    1.646)    1.817
   7.446   (  -0.316   -0.379    0.106)    0.505
   7.454   (  -0.490   -0.089    0.484)    0.695
   7.554   (  -0.895    0.428    3.925)    4.048
   7.616   (   1.652    0.274    6.560)    6.770
   7.671   (  -0.275   -1.956    2.531)    3.211
   7.722   (   0.819    1.865   -4.468)    4.910
   7.792   (  -2.704    0.167   -0.617)    2.778
   7.856   (   1.472   -1.088    5.232)    5.543
   8.012   (  -0.073    1.094    0.161)    1.108
   8.045   (   1.505    0.373    1.719)    2.315
   8.093   (   0.623    0.081   -0.483)    0.792
   8.105   (   0.092    0.400   -1.432)    1.490
   8.179   (   0.972    0.877    1.329)    1.865
   8.203   (   0.829    1.331   -2.092)    2.615
   8.220   (   1.891    1.295   -4.405)    4.965
   8.255   (  -1.060    0.018   -0.431)    1.145
   8.325   (  -1.737   -1.209   -3.982)    4.510
   8.396   (  -1.520    1.226   -3.367)    3.892
   8.432   (   3.316   -0.933   -2.466)    4.236
   8.502   (  -1.723   -1.585   -0.906)    2.511
   8.576   (   0.051    0.498    1.250)    1.347
   8.616   (   1.762    2.017   -1.776)    3.214
   8.856   (   1.564    1.419   -1.790)    2.769
   8.908   (   2.609    2.455   -1.322)    3.819
   9.076   (  -3.105   -3.524   -1.976)    5.095
   9.213   (   0.419    1.168    0.141)    1.249
   9.219   (  -0.839   -0.059    0.041)    0.842
   9.260   (  -1.880   -2.843   -0.650)    3.470
   9.347   (  -1.144   -0.145   -0.963)    1.502
   9.408   (   1.176   -2.270    0.532)    2.611
   9.434   (  -1.274    1.912    1.185)    2.585
   9.473   (   1.266    0.650   -1.283)    1.916
   9.483   (   0.526    0.305   -0.226)    0.648
   9.552   (   0.390    0.253   -3.094)    3.129
   9.569   (   0.942    1.211   -2.765)    3.162
   9.725   (  -1.421   -1.453   -2.139)    2.951
  11.346   (   0.090    0.066    0.266)    0.288
  11.352   (  -0.074    0.020    0.092)    0.120
  11.354   (   0.090   -0.007    0.078)    0.119
  11.362   (  -0.188   -0.162   -0.034)    0.250
======================= Grid point 82 (26/28) =======================
q-point: ( 0.40  0.20  0.43)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 88
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.766   (  -0.131    0.732    2.296)    2.413
   0.788   (   0.302   -1.571    7.209)    7.384
   0.816   (  -2.793    0.944   -1.422)    3.273
   0.919   (   0.194   -4.035   -2.511)    4.757
   0.945   (   0.711    0.217    3.276)    3.359
   0.983   (   1.354    1.510    1.835)    2.735
   1.041   (  -0.006   -1.164    2.441)    2.704
   1.077   (  -0.764    0.192    4.199)    4.272
   1.091   (   0.286   -0.843   -0.939)    1.294
   1.099   (  -0.324    0.774    3.606)    3.703
   1.113   (  -1.055    0.308    0.329)    1.148
   1.151   (  -0.082    0.118   -1.986)    1.992
   1.160   (  -0.342    1.654   -1.449)    2.225
   1.172   (   0.058   -0.269    0.489)    0.561
   1.209   (  -0.259    0.286    0.683)    0.785
   1.221   (  -1.554   -0.366    0.385)    1.642
   1.276   (   0.797    1.223   -0.414)    1.517
   1.297   (  -1.480   -1.631   -1.560)    2.698
   1.317   (   1.421   -2.462   -1.512)    3.220
   1.349   (   0.062    0.945   -0.583)    1.112
   1.407   (   1.523    0.566    2.014)    2.587
   1.444   (   0.994   -0.138   -1.793)    2.055
   1.464   (  -0.843    2.597   -0.908)    2.877
   1.512   (  -0.102    2.787   -4.226)    5.063
   1.565   (   0.308   -0.459    0.531)    0.766
   1.580   (   0.320   -0.596    0.106)    0.685
   1.663   (   2.951    1.439   -1.218)    3.502
   1.679   (   1.221   -0.818    0.331)    1.507
   1.801   (  -2.892   -1.092    2.045)    3.707
   1.837   (  -0.296    1.164   -1.264)    1.744
   1.888   (  -0.747   -2.345    3.613)    4.372
   1.930   (   0.178   -0.035    2.355)    2.362
   1.947   (   2.398    1.100   -0.074)    2.639
   1.976   (   1.898   -1.267   -1.888)    2.962
   2.023   (  -1.006    0.105   -1.729)    2.003
   2.076   (  -2.688   -2.590   -0.568)    3.776
   2.106   (  -0.069    0.759   -0.567)    0.950
   2.162   (  -0.607    1.324    3.450)    3.745
   2.197   (   2.413    0.966    3.920)    4.704
   2.244   (  -1.615    0.525    4.060)    4.401
   2.276   (   0.092   -2.317   -2.605)    3.488
   2.284   (   0.025    0.725    2.319)    2.430
   2.364   (   1.394   -0.195    0.807)    1.622
   2.394   (  -1.694   -0.436    0.885)    1.961
   2.432   (   3.276    2.072   -1.554)    4.176
   2.456   (  -2.464    3.094   -2.766)    4.826
   2.484   (  -0.164    0.781   -0.309)    0.856
   2.516   (   0.338    1.016    3.496)    3.656
   2.565   (   0.406    0.144   -0.536)    0.688
   2.635   (  -2.946    1.098   -0.529)    3.188
   2.660   (   2.395    0.187    3.701)    4.413
   2.703   (   3.141    0.635    1.781)    3.667
   2.739   (   0.421    0.260   -1.955)    2.017
   2.759   (   2.878   -0.690   -0.745)    3.052
   2.831   (   0.331   -1.390    1.256)    1.902
   2.841   (  -4.314   -2.678    2.665)    5.734
   2.910   (  -0.435   -2.203    1.814)    2.887
   2.922   (   1.494   -0.198    2.877)    3.248
   2.951   (  -2.834   -0.616    0.296)    2.916
   2.969   (   0.270   -2.151   -3.217)    3.879
   2.991   (   0.065    0.005    0.416)    0.421
   3.032   (  -0.095   -2.383   -2.890)    3.747
   3.037   (   0.071   -0.741    0.776)    1.075
   3.082   (  -3.273   -1.182   -1.362)    3.737
   3.138   (  -0.495   -0.749   -1.433)    1.691
   3.157   (  -0.451   -0.706   -2.457)    2.596
   3.292   (   0.541    1.764   -0.451)    1.899
   3.344   (  -1.306    1.508    0.327)    2.022
   3.378   (   0.199   -0.183    0.295)    0.400
   3.430   (   1.156    1.089    1.045)    1.901
   3.445   (  -1.167   -0.698    0.400)    1.418
   3.465   (   0.997    0.681    0.648)    1.370
   3.590   (   1.348    0.121    3.517)    3.768
   3.620   (  -1.666   -0.378    2.981)    3.435
   3.663   (   0.249   -0.628   -1.631)    1.766
   3.715   (  -0.293    1.580   -2.697)    3.139
   3.760   (   1.805   -0.185    0.228)    1.829
   3.825   (  -1.634    0.626   -1.144)    2.091
   3.924   (  -0.414   -1.306    1.433)    1.983
   3.938   (  -0.420   -1.902   -0.387)    1.986
   4.038   (   1.084    0.471   -0.975)    1.533
   4.067   (  -0.156    1.835    1.664)    2.483
   4.101   (   1.199    4.140   -0.376)    4.327
   4.135   (  -1.208    3.457    0.043)    3.663
   4.214   (   3.577   -2.111    1.079)    4.291
   4.252   (  -0.475   -2.131    4.538)    5.036
   4.331   (   0.924   -0.343    1.150)    1.515
   4.357   (   2.104    1.415   -1.655)    3.028
   4.505   (  -3.234   -0.629    1.999)    3.853
   4.548   (  -3.717    0.988    1.429)    4.103
   4.704   (   2.056   -4.415   -3.095)    5.771
   4.750   (  -2.090   -3.893   -1.611)    4.703
   4.884   (   1.180    2.092    0.511)    2.455
   4.919   (  -0.886    1.703    0.037)    1.920
   5.052   (   3.757    0.711    0.719)    3.891
   5.117   (  -2.661   -0.538    0.257)    2.727
   6.961   (  -0.442   -1.499   14.683)   14.766
   7.056   (  -1.063    1.922   12.391)   12.584
   7.094   (   2.577    0.344    4.840)    5.495
   7.114   (  -0.383    0.397    0.707)    0.897
   7.235   (  -0.992   -1.519    9.480)    9.652
   7.279   (  -1.634    0.077    5.023)    5.282
   7.319   (   0.120   -2.588    4.729)    5.392
   7.392   (  -0.773    0.829    0.953)    1.480
   7.444   (  -0.287    0.322   -0.249)    0.498
   7.454   (   0.487    0.746    0.516)    1.029
   7.549   (   0.490   -2.720    4.216)    5.042
   7.601   (  -1.584   -4.237    4.600)    6.451
   7.723   (   2.368    1.649   -3.737)    4.721
   7.732   (  -0.049    2.249    4.177)    4.744
   7.757   (   0.774    1.416   -3.132)    3.524
   7.842   (  -2.558    0.790    0.222)    2.686
   8.028   (   1.575   -0.028    1.185)    1.971
   8.073   (   0.160   -0.527    2.209)    2.276
   8.084   (  -0.517   -0.642    1.745)    1.930
   8.113   (   0.134   -0.521   -2.139)    2.206
   8.197   (   0.639    0.480    4.927)    4.991
   8.219   (  -0.041    0.424   -2.958)    2.989
   8.234   (   0.134   -1.576   -3.062)    3.446
   8.276   (   2.756    0.320   -2.543)    3.764
   8.297   (  -0.528    0.959   -2.278)    2.527
   8.369   (  -1.270    1.856   -4.825)    5.323
   8.472   (  -0.943   -1.093   -0.974)    1.741
   8.482   (   0.597   -1.254   -0.950)    1.682
   8.589   (   1.594    4.303   -0.900)    4.676
   8.618   (  -1.157    5.048   -1.240)    5.325
   8.906   (   3.324    0.109   -2.334)    4.063
   8.965   (  -0.676   -1.495   -2.320)    2.841
   9.030   (   2.272   -2.169   -0.921)    3.273
   9.125   (  -6.215   -3.328   -0.773)    7.092
   9.232   (   0.996    1.034    0.206)    1.451
   9.285   (   2.750    1.056    0.190)    2.952
   9.312   (  -2.201   -0.057   -0.942)    2.395
   9.395   (  -2.350    1.596    0.531)    2.890
   9.438   (   1.583   -1.636   -0.031)    2.276
   9.486   (  -0.336   -0.364   -0.548)    0.739
   9.503   (   1.558    0.771   -1.216)    2.121
   9.536   (  -1.234    1.332   -1.749)    2.521
   9.618   (   2.918   -1.143   -2.394)    3.943
   9.685   (  -2.431   -1.101   -2.576)    3.709
  11.349   (   0.085    0.012    0.259)    0.273
  11.351   (   0.002    0.053    0.081)    0.097
  11.356   (   0.103   -0.026    0.013)    0.107
  11.357   (  -0.240   -0.111   -0.001)    0.265
======================= Grid point 83 (27/28) =======================
q-point: (-0.40  0.20  0.43)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 88
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.770   (   0.517    0.039    1.751)    1.826
   0.800   (   0.890   -2.518    7.096)    7.582
   0.822   (   2.684    2.137   -1.316)    3.674
   0.894   (  -3.009    1.379    3.002)    4.469
   0.924   (   0.260   -4.794   -3.385)    5.874
   1.017   (  -2.208    1.349    3.472)    4.331
   1.029   (  -0.964    0.126    2.712)    2.880
   1.049   (   2.163    0.313    2.211)    3.109
   1.092   (  -0.270   -0.582    1.112)    1.283
   1.102   (   0.527    0.230    1.028)    1.178
   1.137   (   1.903    0.170    0.137)    1.916
   1.144   (   0.030   -0.183   -2.391)    2.398
   1.159   (  -1.263    0.129    1.660)    2.089
   1.176   (   0.934    1.154    0.114)    1.489
   1.207   (   0.454    0.102    0.715)    0.853
   1.215   (   0.787   -0.332   -0.244)    0.888
   1.289   (   1.010   -0.666   -0.305)    1.247
   1.309   (   1.452    0.051   -0.127)    1.458
   1.332   (  -0.295   -1.573   -1.764)    2.382
   1.342   (  -0.642   -1.207   -2.341)    2.711
   1.402   (  -2.817    1.088    1.368)    3.316
   1.431   (  -0.752    1.535    0.124)    1.714
   1.466   (   0.589    1.755   -1.705)    2.517
   1.512   (   0.406    2.308   -1.875)    3.001
   1.563   (  -0.065   -0.956    1.175)    1.516
   1.577   (  -0.702    0.321   -1.394)    1.594
   1.669   (  -1.917    0.890   -1.140)    2.402
   1.678   (  -2.893   -1.345    0.231)    3.199
   1.769   (   1.700    1.886   -0.870)    2.684
   1.854   (   1.232   -1.257    2.126)    2.760
   1.896   (   0.127    1.538    0.874)    1.774
   1.930   (   0.621   -2.836    3.646)    4.660
   1.955   (  -1.447   -1.476   -0.521)    2.132
   1.994   (  -1.964   -0.355   -0.967)    2.218
   2.021   (   1.294    0.425   -1.970)    2.395
   2.057   (   1.869   -2.356   -0.906)    3.141
   2.129   (  -1.190    0.945    1.609)    2.213
   2.142   (   2.659    1.898    1.253)    3.498
   2.186   (  -2.321    1.648    3.106)    4.213
   2.249   (   0.136   -1.698    1.219)    2.095
   2.281   (   1.581   -2.243    2.726)    3.868
   2.309   (   0.901    1.271    2.737)    3.149
   2.351   (  -2.194   -0.384   -1.490)    2.679
   2.384   (  -0.484    1.172    0.695)    1.446
   2.410   (  -0.274    1.297   -2.462)    2.796
   2.460   (  -1.071    1.910    1.482)    2.644
   2.497   (   1.205    3.672    1.668)    4.209
   2.520   (   0.006   -0.120   -0.703)    0.713
   2.575   (  -1.868    0.546   -0.804)    2.106
   2.590   (   2.372   -0.135   -1.479)    2.798
   2.683   (  -1.378    1.422    1.654)    2.580
   2.713   (  -2.498    1.202    3.806)    4.708
   2.740   (  -2.051   -1.726    1.332)    2.993
   2.768   (  -0.211   -1.368   -1.430)    1.990
   2.803   (   1.309   -1.004   -1.019)    1.939
   2.862   (   2.392   -0.530    1.121)    2.695
   2.899   (  -0.301   -3.095    3.240)    4.491
   2.927   (  -1.473   -0.739    0.510)    1.725
   2.939   (   1.707   -1.183    0.747)    2.207
   2.979   (   0.907   -0.979    0.035)    1.335
   3.008   (   2.419   -0.809    1.839)    3.144
   3.030   (  -1.140   -2.214   -0.158)    2.495
   3.038   (  -0.600   -0.917   -2.236)    2.490
   3.075   (   3.007   -0.537   -1.608)    3.452
   3.114   (  -0.163   -0.770   -4.098)    4.173
   3.178   (   1.350   -1.188   -1.699)    2.474
   3.310   (  -0.020    1.163    1.059)    1.573
   3.327   (   0.899    1.475   -0.523)    1.805
   3.378   (   0.003    0.857    1.018)    1.331
   3.409   (  -1.589    0.134   -1.144)    1.963
   3.450   (   0.058    0.855    0.662)    1.083
   3.482   (   0.465   -0.407    1.142)    1.298
   3.585   (  -1.453    0.272    3.022)    3.364
   3.624   (   1.666   -0.039    4.603)    4.895
   3.653   (  -0.741   -0.804   -2.389)    2.627
   3.719   (   0.326    1.395   -3.029)    3.350
   3.765   (  -1.691   -0.211    0.808)    1.886
   3.819   (   1.585    0.756   -1.729)    2.465
   3.929   (   0.946   -1.783    0.732)    2.147
   3.937   (   0.031   -1.497    0.550)    1.595
   4.036   (  -1.485    0.730   -1.035)    1.952
   4.069   (   0.704    2.302    1.462)    2.816
   4.103   (  -0.704    2.924    0.049)    3.008
   4.134   (   0.517    3.429    0.934)    3.591
   4.213   (  -2.761   -1.547    0.194)    3.170
   4.268   (   0.253   -2.891    4.475)    5.334
   4.312   (  -1.935    0.968    1.284)    2.516
   4.349   (  -1.601    0.828   -1.993)    2.687
   4.522   (   2.797   -0.428    2.782)    3.968
   4.539   (   3.920    0.725    0.559)    4.026
   4.707   (  -1.783   -4.064   -2.286)    4.992
   4.753   (   2.228   -4.483   -2.322)    5.518
   4.891   (  -1.507    1.974    0.471)    2.528
   4.906   (   0.797    2.188    0.166)    2.335
   5.053   (  -3.592    0.665    0.634)    3.708
   5.118   (   2.684   -0.553    0.303)    2.757
   6.964   (   0.666   -1.795   14.788)   14.911
   7.045   (  -0.040    2.345   12.164)   12.388
   7.092   (  -1.450    0.259    2.458)    2.865
   7.126   (   0.230    0.353    2.571)    2.606
   7.234   (   0.948   -1.604    9.974)   10.146
   7.275   (   1.404    0.097    6.858)    7.001
   7.321   (   0.003   -2.454    3.188)    4.023
   7.392   (   0.714    0.811    0.591)    1.231
   7.442   (   0.098    0.222   -0.036)    0.245
   7.456   (  -0.204    0.757    0.501)    0.931
   7.571   (  -0.525   -3.552    3.194)    4.805
   7.579   (   1.598   -3.307    5.358)    6.496
   7.688   (  -2.057    2.938    0.487)    3.619
   7.776   (  -1.476    0.715   -3.835)    4.171
   7.778   (  -0.327   -0.160   -4.880)    4.893
   7.810   (   3.160    2.655    6.354)    7.577
   8.042   (  -1.762    0.100    2.151)    2.783
   8.056   (   0.210   -0.997    2.358)    2.569
   8.085   (   0.196    0.018   -0.656)    0.685
   8.112   (  -0.156   -0.695   -1.601)    1.753
   8.198   (  -0.665    0.601    5.933)    6.001
   8.212   (  -0.025   -0.223   -3.764)    3.771
   8.247   (  -0.375   -0.439   -1.772)    1.864
   8.264   (  -0.792   -0.697   -4.043)    4.179
   8.325   (  -0.748    0.674   -4.069)    4.192
   8.372   (   2.786    1.863   -1.818)    3.812
   8.440   (  -1.656   -0.054   -2.091)    2.667
   8.487   (   0.140   -1.338   -0.427)    1.411
   8.592   (  -1.127    3.578   -0.178)    3.755
   8.624   (   1.151    5.306   -2.322)    5.905
   8.903   (  -3.243    0.065   -2.007)    3.814
   8.971   (   0.211   -1.555   -2.424)    2.887
   9.013   (  -1.525   -1.885   -0.931)    2.597
   9.138   (   5.875   -3.744   -0.880)    7.022
   9.242   (  -0.367    1.082    0.848)    1.423
   9.264   (  -2.188    0.752   -1.015)    2.527
   9.349   (   3.342    0.765    0.375)    3.449
   9.355   (  -1.253    0.357   -0.373)    1.356
   9.462   (   0.063   -0.846    0.710)    1.106
   9.474   (  -0.271   -0.139   -1.080)    1.122
   9.503   (  -1.495    0.557   -0.683)    1.735
   9.536   (   1.180    1.378   -2.526)    3.110
   9.620   (  -2.880   -1.145   -2.015)    3.697
   9.683   (   2.489   -1.086   -2.700)    3.830
  11.348   (  -0.087    0.036    0.242)    0.259
  11.353   (   0.099    0.062    0.100)    0.154
  11.353   (  -0.123   -0.066    0.019)    0.141
  11.358   (   0.160   -0.105   -0.008)    0.192
======================= Grid point 87 (28/28) =======================
q-point: ( 0.40  0.40  0.43)
Boundary mean free path (millimeter): 1000.000
Mass variance parameters: 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 1.65e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.11e-04 2.00e-05 2.00e-05 2.00e-05 2.00e-05 
Number of triplets: 88
Calculating Gamma of ph-isotope with tetrahedron method
Frequency     group velocity (x, y, z)     |gv|
   0.765   (  -0.539   -0.639    3.397)    3.499
   0.775   (  -0.213   -0.125    1.553)    1.572
   0.842   (  -0.980    1.221   -1.068)    1.895
   0.855   (  -0.090   -1.754   -1.478)    2.295
   0.930   (   1.220   -0.201    3.143)    3.378
   1.007   (  -1.200   -0.225   -1.093)    1.639
   1.041   (  -0.394    0.713    2.265)    2.407
   1.051   (  -0.063   -1.707    1.642)    2.370
   1.091   (   0.371   -0.023    2.270)    2.300
   1.098   (   0.604    1.029    1.067)    1.600
   1.129   (  -0.466    0.324    2.517)    2.580
   1.135   (  -0.433   -0.819    1.562)    1.816
   1.178   (   0.653    0.385    0.371)    0.844
   1.187   (  -0.110    0.037    0.263)    0.288
   1.199   (  -0.494   -0.538    0.110)    0.738
   1.208   (  -0.481   -0.431   -0.732)    0.976
   1.267   (  -0.185   -1.582   -3.544)    3.885
   1.273   (  -2.086   -0.655   -3.625)    4.234
   1.328   (   0.488    1.986    0.740)    2.175
   1.351   (   0.847   -0.349   -0.694)    1.149
   1.446   (   1.902    2.051    1.527)    3.187
   1.461   (   1.843    2.193    0.988)    3.030
   1.495   (   0.787    0.722    1.300)    1.682
   1.533   (  -0.790   -1.744    1.229)    2.275
   1.555   (  -0.699   -1.112    0.891)    1.587
   1.599   (   2.301    3.083   -4.948)    6.267
   1.675   (   0.865    0.758    0.973)    1.507
   1.687   (   0.442    0.274   -0.787)    0.943
   1.785   (  -1.004   -0.886    3.832)    4.059
   1.836   (   0.398   -1.266    1.929)    2.342
   1.850   (  -2.788   -0.611    2.532)    3.815
   1.927   (   0.354    0.277   -4.638)    4.659
   1.950   (   0.982    0.107    0.929)    1.356
   1.972   (  -1.218   -0.518    0.011)    1.323
   2.017   (  -1.562   -0.088   -4.359)    4.632
   2.024   (  -0.283   -2.032   -3.252)    3.845
   2.144   (   1.051    2.348    0.788)    2.690
   2.167   (   0.207   -0.700    1.846)    1.985
   2.201   (  -0.223   -0.033    4.880)    4.885
   2.214   (  -1.272   -1.792    3.138)    3.831
   2.283   (   1.894    1.320    3.209)    3.953
   2.327   (  -0.178    2.258    1.854)    2.927
   2.349   (   0.421   -1.050    0.813)    1.393
   2.370   (  -1.028   -1.354    1.299)    2.140
   2.464   (   2.648    1.733   -3.260)    4.544
   2.489   (  -0.207    0.234   -2.727)    2.745
   2.534   (   1.559    1.553    1.054)    2.440
   2.551   (   0.990    1.933    1.853)    2.855
   2.581   (   0.465    2.504   -1.123)    2.783
   2.627   (   3.979   -3.639   -1.026)    5.489
   2.663   (  -3.776    2.687    0.396)    4.651
   2.710   (   0.274   -0.604    0.981)    1.184
   2.740   (  -0.155   -1.140    0.429)    1.228
   2.753   (  -0.701   -1.814    0.622)    2.041
   2.788   (  -2.196    0.518    1.601)    2.767
   2.810   (   0.399   -0.331    2.055)    2.120
   2.849   (  -2.148   -2.488    0.533)    3.330
   2.884   (  -1.614   -2.315   -1.469)    3.181
   2.921   (  -2.389   -1.317    4.544)    5.300
   2.982   (   3.038    1.287   -0.234)    3.308
   3.003   (  -0.744    2.032   -2.199)    3.085
   3.026   (   0.866   -0.983    1.813)    2.237
   3.032   (   1.025    0.719   -0.618)    1.396
   3.068   (  -3.332    0.805   -2.754)    4.397
   3.087   (   1.374   -3.312   -2.158)    4.185
   3.124   (  -3.379   -2.044   -2.979)    4.946
   3.341   (   1.683    2.472   -0.214)    2.998
   3.367   (   2.006   -0.633    0.542)    2.172
   3.381   (  -1.232    1.428   -0.111)    1.889
   3.410   (   0.115   -1.254    0.136)    1.267
   3.464   (  -0.424    0.853    0.605)    1.128
   3.470   (   0.356   -0.284    0.338)    0.567
   3.593   (   0.460    0.179    3.643)    3.677
   3.607   (  -1.058   -0.749    3.022)    3.288
   3.668   (   1.218    0.886    0.573)    1.611
   3.751   (   1.082    0.411   -1.643)    2.010
   3.755   (  -0.129    0.878    1.124)    1.432
   3.818   (  -0.758   -0.963   -5.841)    5.969
   3.899   (  -0.941   -0.926    0.559)    1.434
   3.911   (  -0.882   -0.826   -0.109)    1.213
   4.065   (   2.006    2.002    0.954)    2.990
   4.096   (  -0.109    0.162    0.904)    0.925
   4.159   (   1.969    0.580    4.062)    4.551
   4.189   (   0.809    1.906    0.806)    2.222
   4.199   (   0.275   -0.177    1.265)    1.307
   4.208   (  -1.622   -0.741    4.254)    4.613
   4.320   (   0.073   -0.238    0.536)    0.592
   4.395   (   2.641    1.955   -3.316)    4.668
   4.506   (  -0.453    1.003    2.191)    2.452
   4.543   (  -1.079   -2.229    1.027)    2.681
   4.626   (  -2.578   -2.156   -1.500)    3.680
   4.682   (  -2.081   -2.195   -3.635)    4.729
   4.921   (   1.054    1.411    0.245)    1.778
   4.933   (   0.352   -0.087    0.189)    0.408
   5.074   (   1.271    1.314    0.735)    1.971
   5.101   (  -1.095   -1.093    0.364)    1.589
   6.939   (  -0.659   -0.631   16.172)   16.197
   7.083   (   0.828    0.661    8.773)    8.837
   7.109   (   1.651    1.094    5.124)    5.493
   7.125   (  -0.425    0.419    2.618)    2.685
   7.200   (  -1.447   -1.583   14.823)   14.978
   7.277   (  -0.110   -0.867    4.217)    4.306
   7.280   (  -1.108   -0.376    3.443)    3.637
   7.405   (   0.400    0.402   -0.206)    0.603
   7.448   (   0.444    0.247   -0.455)    0.682
   7.468   (   0.429    0.613    0.577)    0.945
   7.511   (  -1.995   -0.862    3.444)    4.072
   7.522   (  -1.867   -2.976    4.008)    5.330
   7.749   (   2.461    1.054   -5.782)    6.372
   7.766   (  -0.518    0.769   -5.314)    5.394
   7.801   (   1.290    2.401    2.361)    3.606
   7.833   (  -0.429   -1.472    2.904)    3.284
   8.030   (  -0.442   -0.058    4.033)    4.058
   8.059   (   0.718   -0.058    1.989)    2.115
   8.075   (  -1.126   -0.705    1.317)    1.870
   8.102   (  -0.161   -0.255   -2.541)    2.559
   8.208   (   0.307   -0.226    0.705)    0.802
   8.210   (  -0.080    0.152    1.593)    1.602
   8.218   (  -0.855   -0.434   -1.229)    1.559
   8.294   (   1.735    1.085   -3.106)    3.719
   8.324   (  -0.317    0.766   -1.921)    2.093
   8.392   (   0.401    0.416   -5.206)    5.238
   8.455   (   0.748   -0.393   -0.618)    1.047
   8.465   (  -0.966   -0.329   -0.680)    1.226
   8.674   (   3.950    3.567   -1.437)    5.513
   8.703   (   1.461    2.032   -1.872)    3.125
   8.912   (   0.939    0.677   -1.617)    1.989
   8.937   (  -1.466   -1.158   -2.448)    3.080
   8.991   (   0.278   -0.510   -0.756)    0.954
   9.048   (  -4.462   -3.862   -1.303)    6.044
   9.265   (   0.634    1.726    0.116)    1.842
   9.279   (   0.999   -0.579   -0.476)    1.249
   9.339   (  -0.821    1.008    1.134)    1.725
   9.383   (   1.209   -1.072   -0.680)    1.753
   9.441   (  -0.960    1.098   -0.089)    1.461
   9.460   (  -0.713   -1.814   -0.606)    2.041
   9.532   (   1.898    1.832   -1.182)    2.891
   9.562   (   0.194    0.154   -2.485)    2.498
   9.597   (  -0.361   -0.218   -0.647)    0.772
   9.656   (  -1.367   -1.417   -3.585)    4.090
  11.350   (   0.096    0.070    0.241)    0.269
  11.352   (  -0.015    0.082    0.066)    0.107
  11.354   (  -0.006   -0.142    0.057)    0.153
  11.356   (  -0.119   -0.055   -0.062)    0.145
=================== End of collection of collisions ===================
----------- Thermal conductivity (W/m-k) with tetrahedron method -----------
#  T(K)        xx         yy         zz         yz         xz         xy        #ipm
    0.0      0.000      0.000      0.000      0.000      0.000      0.000 3/25200
   10.0      7.854      7.854      5.504      0.000     -0.000      0.000 3/25200
   20.0      1.673      1.673      1.396      0.000     -0.000      0.000 3/25200
   30.0      0.818      0.818      0.708      0.000     -0.000      0.000 3/25200
   40.0      0.529      0.529      0.475      0.000     -0.000      0.000 3/25200
   50.0      0.391      0.391      0.370      0.000     -0.000      0.000 3/25200
   60.0      0.311      0.311      0.313      0.000     -0.000      0.000 3/25200
   70.0      0.260      0.260      0.279      0.000     -0.000      0.000 3/25200
   80.0      0.224      0.224      0.255      0.000     -0.000      0.000 3/25200
   90.0      0.198      0.198      0.237      0.000     -0.000      0.000 3/25200
  100.0      0.177      0.177      0.222      0.000     -0.000      0.000 3/25200
  110.0      0.161      0.161      0.209      0.000     -0.000      0.000 3/25200
  120.0      0.148      0.148      0.197      0.000     -0.000      0.000 3/25200
  130.0      0.136      0.136      0.186      0.000     -0.000      0.000 3/25200
  140.0      0.127      0.127      0.177      0.000     -0.000      0.000 3/25200
  150.0      0.118      0.118      0.168      0.000     -0.000      0.000 3/25200
  160.0      0.111      0.111      0.160      0.000     -0.000      0.000 3/25200
  170.0      0.105      0.105      0.153      0.000     -0.000      0.000 3/25200
  180.0      0.099      0.099      0.146      0.000     -0.000      0.000 3/25200
  190.0      0.094      0.094      0.140      0.000     -0.000      0.000 3/25200
  200.0      0.089      0.089      0.134      0.000     -0.000      0.000 3/25200
  210.0      0.085      0.085      0.129      0.000     -0.000      0.000 3/25200
  220.0      0.081      0.081      0.124      0.000     -0.000      0.000 3/25200
  230.0      0.078      0.078      0.119      0.000     -0.000      0.000 3/25200
  240.0      0.075      0.075      0.115      0.000     -0.000      0.000 3/25200
  250.0      0.072      0.072      0.111      0.000     -0.000      0.000 3/25200
  260.0      0.069      0.069      0.107      0.000     -0.000      0.000 3/25200
  270.0      0.067      0.067      0.103      0.000     -0.000      0.000 3/25200
  280.0      0.064      0.064      0.100      0.000     -0.000      0.000 3/25200
  290.0      0.062      0.062      0.097      0.000     -0.000      0.000 3/25200
  300.0      0.060      0.060      0.094      0.000     -0.000      0.000 3/25200
  310.0      0.058      0.058      0.091      0.000     -0.000      0.000 3/25200
  320.0      0.056      0.056      0.089      0.000     -0.000      0.000 3/25200
  330.0      0.055      0.055      0.086      0.000     -0.000      0.000 3/25200
  340.0      0.053      0.053      0.084      0.000     -0.000      0.000 3/25200
  350.0      0.052      0.052      0.081      0.000     -0.000      0.000 3/25200
  360.0      0.050      0.050      0.079      0.000     -0.000      0.000 3/25200
  370.0      0.049      0.049      0.077      0.000     -0.000      0.000 3/25200
  380.0      0.048      0.048      0.075      0.000     -0.000      0.000 3/25200
  390.0      0.046      0.046      0.074      0.000     -0.000      0.000 3/25200
  400.0      0.045      0.045      0.072      0.000     -0.000      0.000 3/25200
  410.0      0.044      0.044      0.070      0.000     -0.000      0.000 3/25200
  420.0      0.043      0.043      0.069      0.000     -0.000      0.000 3/25200
  430.0      0.042      0.042      0.067      0.000     -0.000      0.000 3/25200
  440.0      0.041      0.041      0.066      0.000     -0.000      0.000 3/25200
  450.0      0.040      0.040      0.064      0.000     -0.000      0.000 3/25200
  460.0      0.039      0.039      0.063      0.000     -0.000      0.000 3/25200
  470.0      0.039      0.039      0.062      0.000     -0.000      0.000 3/25200
  480.0      0.038      0.038      0.060      0.000     -0.000      0.000 3/25200
  490.0      0.037      0.037      0.059      0.000     -0.000      0.000 3/25200
  500.0      0.036      0.036      0.058      0.000     -0.000      0.000 3/25200
  510.0      0.036      0.036      0.057      0.000     -0.000      0.000 3/25200
  520.0      0.035      0.035      0.056      0.000     -0.000      0.000 3/25200
  530.0      0.034      0.034      0.055      0.000     -0.000      0.000 3/25200
  540.0      0.034      0.034      0.054      0.000     -0.000      0.000 3/25200
  550.0      0.033      0.033      0.053      0.000     -0.000      0.000 3/25200
  560.0      0.032      0.032      0.052      0.000     -0.000      0.000 3/25200
  570.0      0.032      0.032      0.051      0.000     -0.000      0.000 3/25200
  580.0      0.031      0.031      0.050      0.000     -0.000      0.000 3/25200
  590.0      0.031      0.031      0.049      0.000     -0.000      0.000 3/25200
  600.0      0.030      0.030      0.049      0.000     -0.000      0.000 3/25200
  610.0      0.030      0.030      0.048      0.000     -0.000      0.000 3/25200
  620.0      0.029      0.029      0.047      0.000     -0.000      0.000 3/25200
  630.0      0.029      0.029      0.046      0.000     -0.000      0.000 3/25200
  640.0      0.028      0.028      0.046      0.000     -0.000      0.000 3/25200
  650.0      0.028      0.028      0.045      0.000     -0.000      0.000 3/25200
  660.0      0.028      0.028      0.044      0.000     -0.000      0.000 3/25200
  670.0      0.027      0.027      0.044      0.000     -0.000      0.000 3/25200
  680.0      0.027      0.027      0.043      0.000     -0.000      0.000 3/25200
  690.0      0.026      0.026      0.042      0.000     -0.000      0.000 3/25200
  700.0      0.026      0.026      0.042      0.000     -0.000      0.000 3/25200
  710.0      0.026      0.026      0.041      0.000     -0.000      0.000 3/25200
  720.0      0.025      0.025      0.041      0.000     -0.000      0.000 3/25200
  730.0      0.025      0.025      0.040      0.000     -0.000      0.000 3/25200
  740.0      0.025      0.025      0.040      0.000     -0.000      0.000 3/25200
  750.0      0.024      0.024      0.039      0.000     -0.000      0.000 3/25200
  760.0      0.024      0.024      0.038      0.000     -0.000      0.000 3/25200
  770.0      0.024      0.024      0.038      0.000     -0.000      0.000 3/25200
  780.0      0.023      0.023      0.038      0.000     -0.000      0.000 3/25200
  790.0      0.023      0.023      0.037      0.000     -0.000      0.000 3/25200
  800.0      0.023      0.023      0.037      0.000     -0.000      0.000 3/25200
  810.0      0.022      0.022      0.036      0.000     -0.000      0.000 3/25200
  820.0      0.022      0.022      0.036      0.000     -0.000      0.000 3/25200
  830.0      0.022      0.022      0.035      0.000     -0.000      0.000 3/25200
  840.0      0.022      0.022      0.035      0.000     -0.000      0.000 3/25200
  850.0      0.021      0.021      0.034      0.000     -0.000      0.000 3/25200
  860.0      0.021      0.021      0.034      0.000     -0.000      0.000 3/25200
  870.0      0.021      0.021      0.034      0.000     -0.000      0.000 3/25200
  880.0      0.021      0.021      0.033      0.000     -0.000      0.000 3/25200
  890.0      0.020      0.020      0.033      0.000     -0.000      0.000 3/25200
  900.0      0.020      0.020      0.033      0.000     -0.000      0.000 3/25200
  910.0      0.020      0.020      0.032      0.000     -0.000      0.000 3/25200
  920.0      0.020      0.020      0.032      0.000     -0.000      0.000 3/25200
  930.0      0.020      0.020      0.032      0.000     -0.000      0.000 3/25200
  940.0      0.019      0.019      0.031      0.000     -0.000      0.000 3/25200
  950.0      0.019      0.019      0.031      0.000     -0.000      0.000 3/25200
  960.0      0.019      0.019      0.031      0.000     -0.000      0.000 3/25200
  970.0      0.019      0.019      0.030      0.000     -0.000      0.000 3/25200
  980.0      0.019      0.019      0.030      0.000     -0.000      0.000 3/25200
  990.0      0.018      0.018      0.030      0.000     -0.000      0.000 3/25200
 1000.0      0.018      0.018      0.029      0.000     -0.000      0.000 3/25200

Thermal conductivity related properties were written into 
"kappa-m557.hdf5".
Summary of calculation was written in "phono3py.yaml".
-------------------------[time 2026-01-08 05:12:49]-------------------------
                 _
   ___ _ __   __| |
  / _ \ '_ \ / _` |
 |  __/ | | | (_| |
  \___|_| |_|\__,_|

