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Sphericity and Sphericity Indices. A Non-Mathematical Approach on the Mathematical Basis for Restructuring Stereochemistry

机译:球度和球度指数。重构立体化学的数学基础的非数学方法

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Topicity terms for stereochemical relationships (homotopic, enantiotopic, diastereotopic, etc.) and topicity terms for stereochemical attributes (chirotopic and achiotopic) have been combined to discuss the stereochemistry of tetrahedral molecules. Stereochemical discussions due to such combined usage have exhibited complicated features that would cause misunderstanding or confusion. On the other hand, Sphericity terms (homospheric, enantiospheric, and hemispheric), which are based on orbits of ligands (or other objects), have been clarified to provide us with a simpler terminology for such stereochemical discussions. Sphericity indices have been defined and applied to examining the existence of derivatives.
机译:立体化学关系的主题词(同位,对映体,非对映体等)和立体化学属性的主题词(手性和非对位)已被组合在一起,以讨论四面体分子的立体化学。由于这种组合使用而引起的立体化学讨论已展现出会引起误解或混乱的复杂特征。另一方面,已经阐明了基于配体(或其他物体)轨道的球形度(高球度,对流层和半球度),为此类立体化学讨论提供了更简单的术语。已经定义了球形度指数,并将其用于检查导数的存在。

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