Symmetry and Systematic Enumeration of Twistane Derivatives. Global/Local Chirality and Global/Local RS-Stereogenicity Revisited by Fujita's Stereoisogram Approach
BULLETIN OF THE CHEMICAL SOCIETY OF JAPAN(2020)
摘要
Fujita's stereoisogram approach (S. Fujita, Mathematical Stereochemistry; De Gruyter: Berlin, 2015) has been applied to the discussion on the stereochemistry of twistane derivatives. In addition to chirality as the first kind of handedness, RS-stereogenicity is emphasized as the second kind of handedness, where an R-twistane skeleton and an S-twistane skeleton are recognized to be a pair of RS-diastereomers as a result of RS-stereogenicity. The contrast between global/local chirality and global/local RS-stereogenicity is clearly demonstrated by introducing the names, R-twistane and S-twistane, which are based on the globality of RS-stereogenicity. Among the five types of stereoisograms (type I to type V) as the full repertoire, there appear only type-I and type III stereoisograms during the discussions on twistane derivatives. Combinatorial enumeration of twistane derivatives are discussed on the basis of Fujita's proligand method (S. Fujita, Combinatorial Enumeration of Graphs, Three-Dimensional Structures, and Chemical Compounds; University of Kragujevac, Faculty of Science: Kragujevac, 2013).
更多查看译文
关键词
Twistane,Fujita's stereoisogram approach,Stereoisogram
AI 理解论文
溯源树
样例
生成溯源树,研究论文发展脉络
Chat Paper
正在生成论文摘要