摘要
本文利用边界元方法来解决R^2中的Laplace问题,先给出该问题相应积分方程的误差估计,然后利用此及其近似解的构造,导出解及其导数的渐近误差估计.
In this paper, we try to solve the Laplace problem in R^2 by the BEM. We have given the error estimate of the solution of the integral equation corresponding to the problem by the general method of the BEM, and we have worked out the asymptotic error estimates for the problem by the result
出处
《淮北煤师院学报（自然科学版）》
1993年第4期8-15,共8页
Journal of Huaibei Teachers College(Natural Sciences Edition)
关键词
边界元法
L方程
误差估计
boundary element method (BEM):Laplace equation : error estimates.
