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A higher accuracy finite difference method for an elliptic equation of order four

机译:四阶椭圆方程的高精度有限差分法

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The elliptic Equation (1) with boundary value conditions either (2) or (3) is solved by an O(h4) convergent finite difference method combined with an implicit iterative method. The method is tested by examples of boundary value problems with use of the enclosed Mathematica module solveBHPEQ. The Module solveBHPEQ gives options either it implements the O(h~4) convergent nine mesh points scheme or the O(h~2) convergent standard five points scheme, when the finite difference approximation of Eq. (1) is considered.
机译:通过将O(h4)收敛的有限差分方法与隐式迭代方法相结合,可以求解具有边值条件(2)或(3)的椭圆方程(1)。使用附带的Mathematica模块solveBHPEQ,通过边值问题的示例对方法进行了测试。当方程的有限差分近似时,模块solveBHPEQ提供选项,即实施O(h〜4)收敛的九个网格点方案或O(h〜2)收敛的标准五点方案。 (1)被考虑。

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