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在分子轨道的 HMO 法中,本征方程解的结果,可得出有关分子性质的很多重要结论。本文在按照分子图形直接给出本征多项式的基础上,直接根据本征多项式,探讨分子的几种重要性质。
In the molecular orbital HMO method, the results of the eigenvalue solution yield many important conclusions about the nature of the molecule. Based on the eigenpolynomial polynomials directly given by molecular graphs, several important properties of the molecules are discussed directly according to the eigenpolynomial.