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Numerical Adaptive Method of Solving the Systems of Linear Differential Equations with Variable Coefficients

机译:求解变系数线性微分方程组的数值自适应方法。

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摘要

a high-precision numerical adaptive method of integration of the systems of linear differential equations with time-varying coefficients is presented in the paper. The adaptability of the method lies in the fact that at each step of the integration, threre is the refinement of the result which is accomplished by adding to it a certain number of refinement terms from a Taylor series for the searched functions. The number of these terms, according to the curvature, is different, which determines the adaptability of the method. Some examples were provided.
机译:本文提出了一种具有时变系数的线性微分方程组积分的高精度数值自适应方法。该方法的适应性在于以下事实:在积分的每个步骤中,对结果进行细化是通过向其添加来自泰勒级数的一定数量的细化项来实现的。这些项的数量根据曲率而不同,这决定了该方法的适用性。提供了一些示例。

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