本文介绍计算静电场的边界配点法和边界元法的基本原理，同时对电场的两个实例作了计算并加以比较。
The principles of point - matching and boundary element methods in calculating electric field are introduced in this paper. Two examples are presented. Some results and comparison are given.
等额配点法和最小二乘积分法是两种最常用的虚边界元法构造思路。
The primal research work about virtual boundary element method is on the problems of single domain.
综合应用差分法和配点法，研究了混合边界矩形薄板的弯曲问题。
Using difference method and collocation point method, this paper studies the bending problem for rectangular thin plates with mixed boundary.
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