计算富勒烯结构的新方法:曲率定理  

A New Method for Calculating Fullerene Structure:Curvature Theorem

作　　者：卓峻峭 夏爽 ZHUO Jun-Qiao;XIA Shuang(Nankai Secondary School,Chongqing 400030,China)

机构地区：[1]重庆市南开中学校,重庆400030

出　　处：《化学教育（中英文）》2022年第1期115-117,共3页Chinese Journal of Chemical Education

基　　金：2019重庆市普通高中教育教学改革研究课题“基于化学核心素养的个性化教学课程研究”(2019CQJWGZ3019)。

摘　　要：介绍了利用曲率定理计算富勒烯结构的方法,证明了富勒烯结构中五元环数恒为12,与传统的欧拉定理法进行了对比,凸显了曲率定理法在研究多面体结构时直观形象的特点,强调了数学方法对解决化学问题和认识化学模型的重要性。This paper discusses the method of calculating fullerene structure by curvature theorem,and proves the number of five membered ring of fullerene is 12,compared with the traditional Euler theorem method,the intuitive and visual characteristics of curvature theorem method in the study of polyhedral structure is highlighted,and the importance of mathematical method in solving chemical problems and understanding chemical models is emphasized.

关 键 词：富勒烯 数学方法 欧拉定理 曲率定理 

分 类 号：TQ127.11[化学工程—无机化工]