# Fileset [phonopy_mlp_eval_fc2_dataset.yaml.xz](https://mdr.nims.go.jp/filesets/e3440f24-c290-49ba-a6f5-ad4cbb33c31b/download) ## Creator [Atsushi Togo](https://orcid.org/0000-0001-8393-9766) ## Rights Creative Commons Attribution 4.0 International[Creative Commons BY Attribution 4.0 International](https://creativecommons.org/licenses/by/4.0/) ## Other metadata [First-principles lattice thermal conductivity calculation for P4S3I2 / Pnma (62) / materials id 608106](https://mdr.nims.go.jp/datasets/e6430db4-61e6-4f70-9f01-5573bfd801e4) ## Fulltext phonopy: version: "2.44.0" frequency_unit_conversion_factor: 15.633302 symmetry_tolerance: 1.00000e-05space_group: type: "Pnma" number: 62 Hall_symbol: "-P 2ac 2n"primitive_matrix:- [ 1.000000000000000, 0.000000000000000, 0.000000000000000 ]- [ 0.000000000000000, 1.000000000000000, 0.000000000000000 ]- [ 0.000000000000000, 0.000000000000000, 1.000000000000000 ]supercell_matrix:- [ 2, 0, 0 ]- [ 0, 1, 0 ]- [ 0, 0, 2 ]primitive_cell: lattice: - [ 9.056449230000000, 0.000000000000000, 0.000000000000000 ] # a - 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[ 0.255430370000000, 0.000000000000000, 0.080436707777778 ] - # 4 (P) - [ 0.404671200000000, -0.000000000000000, -0.611692120000000 ] - [ 0.000000000000000, 0.660344632222222, 0.000000000000000 ] - [ -0.255430370000000, 0.000000000000000, 0.080436707777778 ] - # 5 (P) - [ 0.978602370000000, -0.057250110000000, -0.177780440000000 ] - [ -0.116833720000000, 1.351838902222222, 1.026784470000000 ] - [ -0.237667710000000, 0.752648740000000, 1.265850867777778 ] - # 6 (P) - [ 1.009501610000000, -0.000000000000000, -0.100254640000000 ] - [ 0.000000000000000, 1.997365022222222, 0.000000000000000 ] - [ 0.058827140000000, 0.000000000000000, 1.101347277777778 ] - # 7 (P) - [ 0.978602370000000, -0.057250110000000, 0.177780440000000 ] - [ -0.116833720000000, 1.351838902222222, -1.026784470000000 ] - [ 0.237667710000000, -0.752648740000000, 1.265850867777778 ] - # 8 (P) - [ 0.978602370000000, 0.057250110000000, 0.177780440000000 ] - [ 0.116833720000000, 1.351838902222222, 1.026784470000000 ] - [ 0.237667710000000, 0.752648740000000, 1.265850867777778 ] - # 9 (P) - [ 1.009501610000000, -0.000000000000000, 0.100254640000000 ] - [ 0.000000000000000, 1.997365022222222, 0.000000000000000 ] - [ -0.058827140000000, 0.000000000000000, 1.101347277777778 ] - # 10 (P) - [ 1.009501610000000, -0.000000000000000, 0.100254640000000 ] - [ 0.000000000000000, 1.997365022222222, 0.000000000000000 ] - [ -0.058827140000000, 0.000000000000000, 1.101347277777778 ] - # 11 (P) - [ 0.978602370000000, 0.057250110000000, -0.177780440000000 ] - [ 0.116833720000000, 1.351838902222222, -1.026784470000000 ] - [ -0.237667710000000, -0.752648740000000, 1.265850867777778 ] - # 12 (P) - [ 0.978602370000000, 0.057250110000000, 0.177780440000000 ] - [ 0.116833720000000, 1.351838902222222, 1.026784470000000 ] - [ 0.237667710000000, 0.752648740000000, 1.265850867777778 ] - # 13 (P) - [ 1.009501610000000, -0.000000000000000, -0.100254640000000 ] - [ 0.000000000000000, 1.997365022222222, 0.000000000000000 ] - [ 0.058827140000000, 0.000000000000000, 1.101347277777778 ] - # 14 (P) - [ 0.404671200000000, -0.000000000000000, -0.611692120000000 ] - [ 0.000000000000000, 0.660344632222222, 0.000000000000000 ] - [ -0.255430370000000, 0.000000000000000, 0.080436707777778 ] - # 15 (P) - [ 0.404671200000000, -0.000000000000000, 0.611692120000000 ] - [ 0.000000000000000, 0.660344632222222, 0.000000000000000 ] - [ 0.255430370000000, 0.000000000000000, 0.080436707777778 ] - # 16 (P) - [ 0.978602370000000, 0.057250110000000, -0.177780440000000 ] - [ 0.116833720000000, 1.351838902222222, -1.026784470000000 ] - [ -0.237667710000000, -0.752648740000000, 1.265850867777778 ] - # 17 (S) - [ -0.896900710000000, 0.044272390000000, -0.350897520000000 ] - [ 0.417040270000000, -1.032835587777778, 0.673521270000000 ] - [ -0.410747670000000, 0.093345170000000, -0.906090112222222 ] - # 18 (S) - [ -0.896900710000000, 0.044272390000000, 0.350897520000000 ] - [ 0.417040270000000, -1.032835587777778, -0.673521270000000 ] - [ 0.410747670000000, -0.093345170000000, -0.906090112222222 ] - # 19 (S) - [ -0.896900710000000, 0.044272390000000, -0.350897520000000 ] - [ 0.417040270000000, -1.032835587777778, 0.673521270000000 ] - [ -0.410747670000000, 0.093345170000000, -0.906090112222222 ] - # 20 (S) - [ -0.592843350000000, -0.000000000000000, -0.136072860000000 ] - [ 0.000000000000000, -0.660577247777778, 0.000000000000000 ] - [ 0.019514880000000, 0.000000000000000, -0.712375632222222 ] - # 21 (S) - [ -0.896900710000000, 0.044272390000000, 0.350897520000000 ] - [ 0.417040270000000, -1.032835587777778, -0.673521270000000 ] - [ 0.410747670000000, -0.093345170000000, -0.906090112222222 ] - # 22 (S) - [ -0.896900710000000, -0.044272390000000, -0.350897520000000 ] - [ -0.417040270000000, -1.032835587777778, -0.673521270000000 ] - [ -0.410747670000000, -0.093345170000000, -0.906090112222222 ] - # 23 (S) - [ -0.592843350000000, -0.000000000000000, 0.136072860000000 ] - [ 0.000000000000000, -0.660577247777778, 0.000000000000000 ] - [ -0.019514880000000, 0.000000000000000, -0.712375632222222 ] - # 24 (S) - [ -0.896900710000000, -0.044272390000000, 0.350897520000000 ] - [ -0.417040270000000, -1.032835587777778, 0.673521270000000 ] - [ 0.410747670000000, 0.093345170000000, -0.906090112222222 ] - # 25 (S) - [ -0.896900710000000, -0.044272390000000, 0.350897520000000 ] - [ -0.417040270000000, -1.032835587777778, 0.673521270000000 ] - [ 0.410747670000000, 0.093345170000000, -0.906090112222222 ] - # 26 (S) - [ -0.592843350000000, -0.000000000000000, 0.136072860000000 ] - [ 0.000000000000000, -0.660577247777778, 0.000000000000000 ] - [ -0.019514880000000, 0.000000000000000, -0.712375632222222 ] - # 27 (S) - [ -0.592843350000000, -0.000000000000000, -0.136072860000000 ] - [ 0.000000000000000, -0.660577247777778, 0.000000000000000 ] - [ 0.019514880000000, 0.000000000000000, -0.712375632222222 ] - # 28 (S) - [ -0.896900710000000, -0.044272390000000, -0.350897520000000 ] - [ -0.417040270000000, -1.032835587777778, -0.673521270000000 ] - [ -0.410747670000000, -0.093345170000000, -0.906090112222222 ] - # 29 (I) - [ -0.492366390000000, -0.009492130000000, -0.089878100000000 ] - [ -0.320211280000000, -1.317569517777778, -0.180040810000000 ] - [ -0.327021350000000, -0.288445530000000, -0.594464932222222 ] - # 30 (I) - [ -0.492366390000000, -0.009492130000000, -0.089878100000000 ] - [ -0.320211280000000, -1.317569517777778, -0.180040810000000 ] - [ -0.327021350000000, -0.288445530000000, -0.594464932222222 ] - # 31 (I) - [ -0.492366390000000, 0.009492130000000, -0.089878100000000 ] - [ 0.320211280000000, -1.317569517777778, 0.180040810000000 ] - [ -0.327021350000000, 0.288445530000000, -0.594464932222222 ] - # 32 (I) - [ -0.492366390000000, -0.009492130000000, 0.089878100000000 ] - [ -0.320211280000000, -1.317569517777778, 0.180040810000000 ] - [ 0.327021350000000, 0.288445530000000, -0.594464932222222 ] - # 33 (I) - [ -0.492366390000000, 0.009492130000000, 0.089878100000000 ] - [ 0.320211280000000, -1.317569517777778, -0.180040810000000 ] - [ 0.327021350000000, -0.288445530000000, -0.594464932222222 ] - # 34 (I) - [ -0.492366390000000, -0.009492130000000, 0.089878100000000 ] - [ -0.320211280000000, -1.317569517777778, 0.180040810000000 ] - [ 0.327021350000000, 0.288445530000000, -0.594464932222222 ] - # 35 (I) - [ -0.492366390000000, 0.009492130000000, 0.089878100000000 ] - [ 0.320211280000000, -1.317569517777778, -0.180040810000000 ] - [ 0.327021350000000, -0.288445530000000, -0.594464932222222 ] - # 36 (I) - [ -0.492366390000000, 0.009492130000000, -0.089878100000000 ] - [ 0.320211280000000, -1.317569517777778, 0.180040810000000 ] - [ -0.327021350000000, 0.288445530000000, -0.594464932222222 ] dielectric_constant: - [ 6.033184010000000, 0.000000000000000, 0.000000000000000 ] - [ 0.000000000000000, 7.904300200000001, 0.000000000000000 ] - [ 0.000000000000000, 0.000000000000000, 6.249559580000000 ] unit_conversion_factor: 14.399652dataset: displacements: - # 1 - [ 0.0092910198648440, -0.0036933813943067, 0.0001894300590283 ] - [ -0.0068987110670009, 0.0053554721500453, 0.0048710064323636 ] - 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