Mathematical Physics

   

General Solutions of Mathematical Physics Equations

Authors: Hong Lai Zhu

In this paper, using proposed three new transformation methods we have solved general solutions and exact solutions of the problems of definite solutions of the Laplace equation, Poisson equation, Schrödinger equation, the homogeneous and non-homogeneous wave equations, Helmholtz equation and heat equation. In the process of solving, we find that in the more general case, general solutions of partial differential equations have various forms such as basic general solution, series general solution, transformational general solution, generalized series general solution and so on.

Comments: 53 Pages.

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Submission history

[v1] 2017-08-02 04:28:15
[v2] 2017-09-04 08:14:07
[v3] 2017-10-03 00:04:34

Unique-IP document downloads: 71 times

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