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FSAL explicit two-step hybrid method for solving special second-order initial value problems

机译:FSAL显式两步混合法求解特殊的二阶初值问题

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摘要

In this paper, a new FSAL explicit two-step hybrid method for solving second-order differential equation of the form y" = f (x, y) is proposed. The new method is constructed using the order conditions based on fifth-order of explicit two-step hybrid method developed by Franco (2006). The stability analysis is determined by the interval of periodicity and the interval of absolute stability. The numerical experiments are carried out using a wide range of problems to illustrate and support the efficiency of the suggested method. The numerical results show that the new method has smaller maximum error than the explicit two-step hybrid method of order five and order six.
机译:本文提出了一种新的FSAL显式两步混合方法,用于求解形式为y“ = f(x,y)的二阶微分方程。弗朗哥(2006)提出的显式两步混合法,其稳定性分析是由周期性的间隔和绝对稳定性的间隔决定的,并通过大量问题进行了数值实验,以说明和支持该方法的有效性。数值结果表明,与五阶和六阶显式两步混合法相比,新方法的最大误差较小。

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