摘要
在HMO近似内,利用图形收缩定理和Heilbronner定理,研究含有特定能级的共轭分子。讨论了判定这类分子的部分能级和构造具有某些特定能级分子的各种方法,并用少数例子作了演示。
In this paper, the conjugated molecules including some spetial energy levels are investigated in the framework of HMO approximation.based on the graphical-deleting theorem, and Heilbronner theorem Several methods identifying and constructing those molecules are discussed and illustrated by a few examples.
出处
《化学研究与应用》
CAS
CSCD
1990年第2期58-65,共8页
Chemical Research and Application
关键词
HMO近法
共轭分子
能级
图形收缩定理
HMO approximation Conjugated Molecule Energy levei Graphical-deleting theorem