表达时间依赖Schrödinger方程从德布罗意假设和哈密顿函数

Journal of Karary University for Engineering and Science Pub Date : 2022-12-31 DOI:10.54388/jkues.vi.150

Mobarak Tag, Adil Elrayah, Wael Hessen, Thora Abd Elradi

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引用次数: 0

摘要

Schrödinger和de Broglie假说是由总能量关系()和de Broglie关系的量子直接从经典力和空白假说推导出来的。在平板假设的基础上，利用波函数和非相对论波函数得到了新的随时间变化的Schrödinger方程，并利用德布罗意假设得到了经典方程中由TDSE到附加动能和势能的新方程，其结果与三维的TDSE相对应。

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Expression Time Dependent Schrödinger Equation from De Broglie Hypothesis and Hamiltonian function

The Schrödinger and de Broglie hypothesis are directly derived from classical force and blank hypothesis by the quantum of total energy relation () and de Broglie relation. New time dependent Schrödinger equation is obtained by using wave function and non – relativistic wave function beside plank hypothesis .Also obtained new equation from TDSE to on additional kinetic energy and potential energy in classical equation which the result is corresponding to TDSE in 3D by using de Broglie hypothesis.

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Journal of Karary University for Engineering and Science

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