表征螺旋[5.5]十一烷衍生物环翻转的群论框架。伪点群与亚对称逐项枚举

S. Fujita
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引用次数: 3

摘要

定义了表征螺旋[5.5]十一烷中两个环己烷环翻转的伪点群DD2d。在螺旋[5.5]十一烷骨架的基础上,用单位-俯冲-旋回指数(USCI)方法列举了具有给定公式和给定对称性的螺旋烷衍生物。每个导数的对称性对应于DD2d的一个亚群,这些亚群分为等能(等能-无手性和等能-手性)和各向能(各能-无手性和各向能-手性)。用球度和时代性来讨论导数中的轨道。
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Group-theoretical framework for characterizing the ring flipping of spiro[5.5]undecane derivatives. Pseudo-point groups and subsymmetry-itemized enumeration
The pseudo-point group DD2d for characterizing the flipping of the two cyclohexane rings in spiro[5.5]undecane is defined. Spirane derivatives with a given formula and a given symmetry are enumerated by the unit-subduced-cycle-index (USCI) approach on the basis of the spiro[5.5]undecane skeleton. The symmetry of each derivative corresponds to one of the subgroups of DD2d, which are classified into isoenergetic (isoenergetic-achiral and isoenergetic-chiral) or anisoenergetic (anisoenergetic-achiral and anisoenergetic-chiral) ones. The orbits in the derivative are discussed by the sphericity and chronality.
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