The symmetry group of nonrigid tetramethylsilane

Mohammad Reza Darafsheh; Ali Reza Ashrafi; Arash Darafsheh

doi:10.1002/qua.21509

The symmetry group of nonrigid tetramethylsilane

Mohammad Reza Darafsheh, Ali Reza Ashrafi, Arash Darafsheh

Research output: Contribution to journal › Article › peer-review

4 Scopus citations

Abstract

Using nonrigid group theory, it is shown that the full nonrigid (f-NRG) group of tetramethylsilane is isomorphic to the group C₃ ∼ S ₄ of order 1944, where " ∼ " denotes the wreath product of groups, and C₃ and S₄ are the cyclic group of order three and the symmetric group of order four, respectively. This group has 51 conjugacy classes and irreducible representations. Then the character table of tetramethylsilane is derived for the first time.

Original language	English
Pages (from-to)	440-446
Number of pages	7
Journal	International Journal of Quantum Chemistry
Volume	108
Issue number	3
DOIs	https://doi.org/10.1002/qua.21509
State	Published - Mar 5 2008

Keywords

Character table
Full nonrigid group
Tetramethylsilane

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10.1002/qua.21509

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abstract = "Using nonrigid group theory, it is shown that the full nonrigid (f-NRG) group of tetramethylsilane is isomorphic to the group C3 ∼ S 4 of order 1944, where {"} ∼ {"} denotes the wreath product of groups, and C3 and S4 are the cyclic group of order three and the symmetric group of order four, respectively. This group has 51 conjugacy classes and irreducible representations. Then the character table of tetramethylsilane is derived for the first time.",

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AU - Ashrafi, Ali Reza

AU - Darafsheh, Arash

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Y1 - 2008/3/5

N2 - Using nonrigid group theory, it is shown that the full nonrigid (f-NRG) group of tetramethylsilane is isomorphic to the group C3 ∼ S 4 of order 1944, where " ∼ " denotes the wreath product of groups, and C3 and S4 are the cyclic group of order three and the symmetric group of order four, respectively. This group has 51 conjugacy classes and irreducible representations. Then the character table of tetramethylsilane is derived for the first time.

AB - Using nonrigid group theory, it is shown that the full nonrigid (f-NRG) group of tetramethylsilane is isomorphic to the group C3 ∼ S 4 of order 1944, where " ∼ " denotes the wreath product of groups, and C3 and S4 are the cyclic group of order three and the symmetric group of order four, respectively. This group has 51 conjugacy classes and irreducible representations. Then the character table of tetramethylsilane is derived for the first time.

KW - Character table

KW - Full nonrigid group

KW - Tetramethylsilane

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SP - 440

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ER -

The symmetry group of nonrigid tetramethylsilane

Abstract

Keywords

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