摘要
本文用构造函数序列的方法和待定系数法获得了两类Poisson 方程的级数形式的解答。这两类 Poisson 方程对解决某些工程实际问题是非常有用的。由于所得解答是方程的通解,故它们有比较广泛的适用性。另外,本文所采用的方法是具有典型性的,最后给出若干个计算实例。
This paper has solved two kinds of Poisson equations by using the methods of constructing function series and undetermined coefficients. These solutions of Poisson equations are very useful for some engineering problems.The obtained solutions are general integral,so they have wide adaPtabilitY.The adoptive methods have typicalities.At the last,several examples are given.
出处
《沈阳理工大学学报》
CAS
1990年第3期35-44,共10页
Journal of Shenyang Ligong University
关键词
POISSON
方程
构造函数序列法
通解
待定系数法.
Poisson equation
methods of constructing function ser- ies
general integral
methods of undetermined coefficients