论文标题
用氢原子对构型施罗丁方程的分析研究
Analytic study of conformable Schrodinger equation with Hydrogen atom
论文作者
论文摘要
在本文中，解决了具有给定符合电势的氢原子的综合施罗宾格方程。获得了符合的波函数和能级，当$α= 1 $时，恢复了氢原子的传统能级和波功能。绘制了前三个级别的概率密度和$α$的不同值。据观察，概率密度逐渐从$α= 0.5 $转换为所有级别的$α= 1 $。
In this paper, the conformable Schrodinger equation for hydrogen atom with given conformable potential is solved. The conformable wave functions and energy levels are obtained, and the traditional energy levels and wave function for hydrogen atom are recovered when $α= 1$. The probability density for the first three levels and different values of $α$ is plotted. It is observed that the probability density gradually convert from $α=0.5$ to $α= 1$ for all levels.
