Quantum Physics

   

Quantum Equations in Empty Space Using Mutual Energy and Self-Energy Principle

Authors: shuang-ren Zhao

For photon we have obtained the results that the waves of photon obey the mutual energy principle and self-energy principle. In this article we will extended the results for photon to other quantum. The mutual energy principle and self energy principle corresponding to the Schrödinger equation are introduced. The results are that a electron, for example, travel in the empty space from point A to point B, there are 4 different waves. The retarded wave started from point A to infinite big sphere. The advanced wave started from point B to infinite big sphere. The return waves corresponding to the above both waves. There are 5 different flow corresponding to these waves. The self-energy flow corresponding to the retarded wave, the self-energy flow corresponding to the advanced wave. The return flows corresponding to the above two return waves. The mutual energy flow of the retarded wave and the advanced wave. It is found that the the mutual energy flow is the energy flow or the charge intensity flow or electric current of the the electron. Hence the electron travel in the empty space is a complicated process and do not only obey one Schrödinger equation. This result can also extend to to Dirac equations.

Comments: 21 Pages.

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Submission history

[v1] 2017-10-10 15:05:43
[v2] 2017-10-11 12:50:04
[v3] 2017-10-14 10:06:35
[v4] 2017-10-14 14:51:41
[v5] 2017-10-21 11:12:46

Unique-IP document downloads: 36 times

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