Volume 3, Issue 1 (May 2008)                   IJMSI 2008, 3(1): 13-30 | Back to browse issues page


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Nonrigid Group Theory of Water Clusters ( Cyclic Forms): (H2O)i for 2<=i<=6. IJMSI. 2008; 3 (1) :13-30
URL: http://ijmsi.ir/article-1-41-en.html
Abstract:  

The character table of the fully nonrigid water cluster (cyclic forms), (H_{2}O){_i}, with C{_ih} symmetry derived for the first time, for 2<=i <=6. The group of all feasible permutations is the wreath product of groups S{_i}[S{_2}] which consists of i!2i operations for i = 2, ..., 6 divided into ( w.r.t) 5, 10, 20, 36, 65 conjugacy classes and 5, 10, 20, 36, 65 irreducible representations respectively. We compute the full character table of (H{_2}O){_2}, (H{_2}O){_3}, (H{_2}O){_4}, (H{_2}O){_5} and (H{_2}O){_6}.

Type of Study: Research | Subject: General

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