函数变换与薛定谔方程求解

Function Transform and the Solution to Schrodinger Equation

本文表明,利用常微分方程的不变式及函数变换,求解薛定谔方程,比常规方法来的简单,且步骤规范,易掌握.

This article is to indicate that it is easier to use the constant pattern of ordinary differential equation and function transform than to use the conventional methods to find the solution to Schrodinger equation, with the measures being more standard and more liable to master.