摘要
利用函数变换的方法求得配合物配体种类数和双齿配体数与其立体异构体数目之间的关系,得到计算六配位化合物立体异构数目的经验公式,此公式与系统法得到的异构体数目基本吻合.
By making use of the method of the function transformation, the writer tries to lma me relation among the coordination category number, bigear coordination number and its stereo-isomerism number. Then the writer finds out an empirical formula which can calculate the stereo-isomerism number of six-coordination compounds. This empirical formula is consistent with the method by system calculation.
出处
《西南民族大学学报（自然科学版）》
CAS
2005年第5期726-727,共2页
Journal of Southwest Minzu University(Natural Science Edition)
关键词
配位化合物
立体异构体数目
配体种类数
双齿配体数
six-coordination compound
stereo-isomerism number
coordination category number
bigear coordination number
