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首页> 外文期刊>International Journal of Theoretical and Applied Mathematics >Development of a New One-Step Scheme for the Solution of Initial Value Problem (IVP) in Ordinary Differential Equations
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Development of a New One-Step Scheme for the Solution of Initial Value Problem (IVP) in Ordinary Differential Equations

机译:求解常微分方程初值问题(IVP)的新的一步方案

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摘要

In this paper, a new one-step scheme was developed for the solution of initial value problems of first order in ordinary differential equations. In its development a combination of interpolating function and Taylor series were used. The method was used for the solution of initial value problems emanated from real life situations. The numerical results showed that the new scheme is consistent, robust and efficient.
机译:本文针对常微分方程中一阶初值问题的求解,开发了一种新的单步方案。在其开发中,使用了插值函数和泰勒级数的组合。该方法用于解决现实生活中产生的初值问题。数值结果表明,该新方案是一致的,鲁棒的和有效的。

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