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Rosenbrock-type methods applied to discontinuous differential systems

机译:Rosenbrock型方法应用于不连续差分系统

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摘要

In this paper we study the numerical solution of a discontinuous differential system by a Rosenbrock method. We also focus on one-sided approach in the context of Rosenbrock schemes, and we suggest a technique based on the use of continuous extension, in order to locate the event point, with an application to discontinuous singularly perturbed systems.
机译:在本文中,我们通过Rosenbrock方法研究了不连续微分系统的数值解。我们还将重点放在Rosenbrock方案的上下文中的单边方法上,并建议一种基于连续扩展的技术来定位事件点,并将其应用于不连续奇异摄动系统。

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