Journal article Bond angle distributions in silica polymorphs
Shinji Kohara (author) (Search by this author)
;
Yohei Onodera (author) (Search by this author)
;
Motoki Shiga (author) (Search by this author)
;
Hirokazu Masai (author) (Search by this author)
;
Atsunobu Masuno (author) (Search by this author)
;
Koji Kimura (author) (Search by this author)
;
Koichi Hayashi (author) (Search by this author)
Collection

Citation
Shinji Kohara, Yohei Onodera, Motoki Shiga, Hirokazu Masai, Atsunobu Masuno, Koji Kimura, Koichi Hayashi. Bond angle distributions in silica polymorphs. Journal of the Ceramic Society of Japan. 2026, 134 (8), 26055. https://doi.org/10.2109/jcersj2.26055

Description:

(abstract)

Bond angle distributions (BADs) in silica crystals, silica glass, and siliceous zeolites were compared to understand the topology of silica polymorphs. It is found that the Si–O–Si bond angle is 180° in β-cristobalite, which is characteristic of highly symmetrical sixfold rings. In contrast, the Si–O–Si BAD of silica glass, obtained from a molecular dynamics–reverse Monte Carlo model, has an average value of 152.99° with a full width at half maximum (FWHM) of 20.48°. The Si–Si–Si BAD of β-cristobalite exhibits a peak at 109.81° demonstrates that SiSi4 hyper tetrahedra possess high symmetry. This feature is consistent with the presence of symmetric six-membered rings in β-cristobalite. On the other hand, both coesite and silicalite-1 (MFI) shows a variety of bond angles like silica glass, which is consistent with the variation of (Si–O)n ring size.

Rights:

Keyword: silica, structure, bond angle distribution

Date published: 2026-08-01

Publisher: Ceramic Society of Japan

Journal:

  • Journal of the Ceramic Society of Japan (ISSN: 13486535) vol. 134 issue. 8 26055

Funding:

Manuscript type: Publisher's version (Version of record)

MDR DOI:

First published URL: https://doi.org/10.2109/jcersj2.26055

Related item:

Other identifier(s):

Contact agent:

Updated at: 2026-08-03 15:40:32 +0900

Published on MDR: 2026-08-03 18:29:01 +0900

Filename Size
Filename 134_26055.pdf (Thumbnail)
application/pdf
Size 302 KB Detail