论文部分内容阅读
本文以线性耦合振子为模型,导出了三种不同坐标变量表示下线性对称三原子分子的振动微分方程,利用分析力学逆问题理论和方法,构造出了五种对应的Lagrange函数和Hamilton函数,其中有些是新的结果.
In this paper, the linear coupled oscillator is used as a model to derive the oscillation differential equations of three linearly symmetric triatomic molecules represented by three different coordinate variables. Five corresponding Lagrange functions and Hamilton functions are constructed by analyzing the mechanics inverse problem theory and method Some are new results.