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崔相哲,朴恩珍,朴祐善,片宗根 명지대학교 공학기술연구소 1991 공학기술연구소 논문집 Vol.6 No.-
Pyun(1986) solved the Laplace equation in rectangular domain with Dirichlet type boundary conditions by several different methods, and compared the results. The methods used are the analytical method by separation of variables, the finite difference method, the finite element method with triangular and four-node rectangular elements, and the boundary element method. As a succession of the previous study, the finite element method with eight-node rectangular elements is used to solve the problem. Comparison with the results of previous study indicates that this solution approaches to analytical solution closely with relatively few numbers of element discretizations.