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Series Solution of Nonlinear Dynamic System Containing Fractional Derivative

机译:含有分数衍生的非线性动力系统系列解决方案

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Series solution of nonlinear dynamic system containing fractional derivative is obtained by the homotopy analysis method (HAM). The solution via HAM has auxiliary parameter h which can control the convergent of the series to obey the exact or numerical solution. The model of viscoelastic behavior of a one-degree-of-freedom oscillator consisting of a discrete mass and a viscoelastic spring is considered to show the efficiency of HAM for this kind of system.
机译:通过同型分析方法(火腿)获得了含有分数衍生物的非线性动态系统的系列解决方案。通过火腿的解决方案具有辅助参数H,可以控制系列的会聚以遵守精确或数值解决方案。一种自由度振荡器的粘弹性的模型认为,由离散质量和粘弹性弹簧组成的自由度和粘弹性弹簧,显示出这种系统的火腿效率。

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