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Solving DDEs with Matlab

于 2018-04-21 发布 文件大小:806KB
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  利用matlab求解时滞微分方程。常微分方程(ODE)和延迟微分方程(DDE)被用来描述许多有趣的现象。 虽然ODE包含依赖于自变量(“时间”)的当前值的解决方案的衍生物,但DDE还包含衍生物,其依赖于前一时间的解决方案。 在整个科学模型中出现了DDE [1]。 尽管ODE和DDE之间存在明显的相似性,但DDE问题的解决方案可能与ODE问题的解决方案在几个引人注目的重要方面存在差异[2] [20]。 这部分是因为缺乏用于解决DDE的通用软件。(Solving Delay Differential Equations with dde32)

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