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偏微分方程数值解法，包括泊松方程，特征值方程，热传导方程和波动方程-PDEGUI demonstrates the finite difference solution of model problems involving Laplace s operator
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Finite Difference Method for Poisson equation.
-Δu =f(x,y) in Ω
u(x,y)=0 on Γ-Finite Difference Method for Poisson equation.
-Δu =f(x,y) in Ω
u(x,y)=0 on Γ
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利用拉普拉斯变换的思想，通过对数据进行差分，近似得到拉普拉斯变换后的结果，然后检查正负交换的位置，则此为极值点位置，利用此思想得到极值点的位置。-Using the ideas of Laplace transform of the data by the difference approximation get results Laplace transform, and then check the position of the positive and negative exchange
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有限差分法求解拉普拉斯方程,超松弛迭代，光波波长计算模拟-Finite difference method for solving the Laplace equation, SOR, the wavelength computational simulation
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用五点差分格式解拉普拉斯方程和用工字型差分格式解拉普拉斯方程，均生生成为函数文件，可以指教调用-By five o clock Difference Schemes for Solving the Laplace equation and labor font Difference Schemes for Solving the Laplace equation, both life and life becomes a function of the file, you can enlight
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用有限差分法编程求解拉普拉斯方程在网格结点处的值并统计迭代次数-Solving the value of the Laplace equation in a grid junction with the finite difference method and statistical programming iterations
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solving Laplace equation with Finite difference method.( with both gauss sidel and Jacobi method)
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