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CAS Application to the Construction of High-Order Difference Schemes for Solving Poisson Equation

机译:CAS在解泊松方程高阶差分格式中的应用

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In the present work, a computer algebra system (CAS) is applied for constructing a new difference scheme of high-accuracy order for solving boundary-value problem for Poisson equation. The formulae of the difference scheme are constructed in the symbol form in CAS. CAS are used for translation of complex formulae to C++ language operators, calculation of arithmetic values of the constructed scheme coefficients and matrix elements of a system of linear algebraic equations for the discrete problem approximating the initial difference problem. Efficiency of the CAS application and of the schemes constructed with its help is shown.
机译:在目前的工作中,计算机代数系统(CAS)被用于构造一个新的高精度阶差分方案,以解决Poisson方程的边值问题。差分方案的公式以CAS中的符号形式构造。 CAS用于将复杂的公式转换为C ++语言运算符,计算构造的系数的算术值和线性代数方程组的矩阵元素,以解决近似于初始差分问题的离散问题。显示了CAS应用程序的效率以及在其帮助下构建的方案的效率。

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