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求解本征值问题的改进边界元法
引用本文:宋斌,傅君眉.求解本征值问题的改进边界元法[J].计算物理,1992,9(4):415-416.
作者姓名:宋斌  傅君眉
作者单位:西安交通大学, 710049
摘    要:本文提出了一种求解本征值问题的改进边界元技术,它是将Laplace方程对应的基本解用于Helmholtz方程,从而使形成的边界元方程不隐含本征量,这样大大降低了对计算机内存的要求,并提高了求解速度。

关 键 词:改进边界元法  本征值问题  
收稿时间:1991-12-23

MODIFIED BOUNDARY ELEMENT TECHNIQUE FOR EIGENVALUE PROBLEMS
Song Bin,Fu Junmei.MODIFIED BOUNDARY ELEMENT TECHNIQUE FOR EIGENVALUE PROBLEMS[J].Chinese Journal of Computational Physics,1992,9(4):415-416.
Authors:Song Bin  Fu Junmei
Institution:Xi'an Jiaotong University, 710049
Abstract:A modified boundary element technique is proposed for the investigation of eigenvalue problems. In the approach, the foundamental solution corresponding to Laplace's equation is employed for Helmholtz's equation, thus the matrices in the formed boundary equation implicitly contain no eigen parameter. Therefore, this method only requires a small computer memory, and decreases the computation time.
Keywords:modified boundary element method  eigenvalue problems  
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