Computing molecular symmetry group for non rigid molecules

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SUMMARY

The discussion focuses on computing the Molecular Symmetry group (MS) for non-rigid molecules, specifically referencing the work of Longuet-Higgins, which states that MS is derived from the Complete Nuclear Permutation Inversion Group (CNPI). The user inquires about software solutions for calculating the MS group of a large non-rigid molecule, C28H20N2, given its two equilibrium geometric configurations. A recommendation is made to utilize the GAP software, which is designed for handling subgroups of large permutation groups.

PREREQUISITES
  • Understanding of Molecular Symmetry concepts
  • Familiarity with Complete Nuclear Permutation Inversion Group (CNPI)
  • Basic knowledge of non-rigid molecular structures
  • Experience with mathematical software, specifically GAP
NEXT STEPS
  • Explore the functionalities of GAP for subgroup computations
  • Research methods for analyzing non-rigid molecular geometries
  • Study the implications of Molecular Symmetry in chemical reactions
  • Investigate other mathematical tools for permutation group analysis
USEFUL FOR

Chemists, molecular modelers, and computational chemists interested in the symmetry properties of non-rigid molecules and their implications in molecular behavior.

Konte
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Hi everybody,

My post today is about Molecular Symmetry group (MS) for non-rigid molecules. I read from this excellent work (Longuet-Higgins), that MS is obtained by selecting only feasible operation from Complete Nuclear Permutation Inversion Group (CNPI).

My question is,
As I have a quite big non-rigid molecule (##C_{28}H_{20}N_2##) and I know its two equilibrium geometric equivalent configurations, so, is there a kind of software or special program that can help me to compute its MS group?

Thank you very much everybody.

Konte.
 
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I don't know of any dedicated program for CNPI. However, there are some mathematical programs to deal with subgroups of large permutation groups and the like:
https://www.gap-system.org/
 
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Thanks.
 

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