一类三维边界条件下Laplace方程的数值解
일류삼유변계조건하Laplace방정적수치해
Numerical Solution of Laplace Equation under Some Three-Dimensional Boundary Conditions
  • 万方数据
    科教文汇 과교문회
    EDUCATION SCIENCE & CULTURE MAGAZINE
    2015年 23期 41-42 ,共2页

    郭瑞平%姚宏林

    곽서평%요굉림

    Laplace方程%有限元方法%数值解 Laplace方程%有限元方法%數值解
    Laplace방정%유한원방법%수치해
    Laplace equation%finite element method%numerical solution
    设Laplace 方程描述长方体温度场，利用有限元方法求得给定三维边界条件下该温度场的分布，即求得Laplace方程的数值解，通过数值模拟分析，揭示了该数值解的一些有趣特点。
    설Laplace 방정묘술장방체온도장，이용유한원방법구득급정삼유변계조건하해온도장적분포，즉구득Laplace방정적수치해，통과수치모의분석，게시료해수치해적일사유취특점。
    Let Laplace equation describe the 3-D steady state temperature field of a cuboid, and the temperature field distribu-tion under some three-dimensional boundary conditions is ana-lyzed by finite element method, which gives some interesting re-sults.
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