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二维抛物型方程简单实用的显格式
引用本文:吴鸿禄 吴冬生. 二维抛物型方程简单实用的显格式[J]. 纯粹数学与应用数学, 1995, 11(2): 86-88
作者姓名:吴鸿禄 吴冬生
作者单位:河北大学
摘    要:提出了一个解二维抛的型方程初边值问题的简单实用的显格式,证明了其截断误差阶是O,稳定性条件是α+β≠1/2且max{α,β}≤1/4,其中,α=α.Δt/Δx^2.β=α.Δt/Δy^2。

关 键 词:显式差分格式 抛物型方程 差分格式 稳定性

THE SIMPLE PRACTICAL EXPLICIT DIFFERENCE SCHEME FOR SOLVING PARABOLIC PARTIAL DIFFERENTIAL EQUATIONS OF 2-DIMENSION
Wu Honglu, Wu Dongsheng, Sun Yuzhi. THE SIMPLE PRACTICAL EXPLICIT DIFFERENCE SCHEME FOR SOLVING PARABOLIC PARTIAL DIFFERENTIAL EQUATIONS OF 2-DIMENSION[J]. Pure and Applied Mathematics, 1995, 11(2): 86-88
Authors:Wu Honglu   Wu Dongsheng   Sun Yuzhi
Abstract:In this paper, a simple practical explicit three-level differencing scheme for two-dimensional parabolic partial differential equation is considered. For the discussed scheme, the order of local truncation error is, and the stability condition is and max, where
Keywords:two-dimensional parabolic partial differential equation  three level explicit difference scheme  separation of variables
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