摘要
文中提出了一种新的方法来对角化二次型哈密顿算符,仅需要一次位形空间的线性变换就可以实现,方法简单并且实用性强.最后又以直线形三原子分子为例进行了分析与计算.
A new approach for diagonalizing quadratic Hamiltonian was introduced,only once linear transformation of configuration space could realize it. The method was simple and its practicality was strong.Finally an instance of linear molecule with three atoms was analyzed and calculated.
出处
《吉林师范大学学报（自然科学版）》
2015年第1期107-110,共4页
Journal of Jilin Normal University:Natural Science Edition
基金
菏泽学院自然科学基金项目(XY13KJ04)
关键词
二次型哈密顿算符
对角化
厄米算符
特征值
特征向量
quadratic Hamiltonian
diagonalization
Hermit matrix
characteristic value
characteristic vector
