Time Integration with Subcycling in Lattice Discrete Particle Model

J. Kruis, J. Vorel
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Abstract

This paper concerns with multi-time step methods, also called subcycling, in lattice discrete particle models which can be used in numerical simulation of concrete, polymers and many other materials. Domain solved is split into two parts, where different time steps are used in order to save computational time.
点阵离散粒子模型的次循环时间积分
本文研究晶格离散粒子模型中的多时间步法,也称为次循环,该方法可用于混凝土,聚合物和许多其他材料的数值模拟。为了节省计算时间,将域求解分为两部分,每部分采用不同的时间步长。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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