摘要
介绍解五维波动问题的微分算子级数法,首先引进数性算子概念及微分算子级数法;其次,推导出了求解公式;最后通过求解公式求解了一些五维波动方程的例题,得出任何维数(n≥5)的波动方程柯西问题都可以用微分算子级数法求其解。
There is no way and the direct discrete formulation of the solution for the problem of the five-dimensional wave equation. In this paper, a solution of the five-dimensional wave equation by Differentiator Series Method is presented. At the beginning of the paper, the concept of Numeral Properties Operator and the Differentiator Series Method are introduced, and then the solution formulations are deduced. Finally, examples, which are solved by the formulations, are given.
出处
《湛江海洋大学学报》
CAS
2006年第3期71-73,共3页
Journal of Zhanjiang Ocean University
关键词
波动方程
微分算子级数法
数性算子
wave equation
differentiator series method
numeral properties operator