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Piecewise-linear and bilinear approaches to nonlinear differential equations approximation problem of computational structural mechanics

机译:计算结构力学非线性微分方程近似问题的分段 - 线性和双线性方法

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摘要

This paper presents a bilinear approach to nonlinear differential equations system approximation problem. Sometimes the nonlinear differential equations right-hand sides linearization is extremely difficult or even impossible. Then piecewise-linear approximation of nonlinear differential equations can be used. The bilinear differential equations allow to improve piecewise-linear differential equations behavior and reduce errors on the border of different linear differential equations systems areas. The matrices of bilinear differential equations system are estimated through nonlinear programming. The results of proposed approach application are presented.
机译:本文呈现了非线性微分方程系统近似问题的双线性方法。有时,非线性微分方程右侧侧面线性化是极其困难甚至不可能的。然后可以使用非线性微分方程的分段 - 线性近似。双线性微分方程允许改善分段 - 线性微分方程行为,并减少不同线性微分方程系统区域的边界上的误差。通过非线性编程估计双线性微分方程系统的矩阵。提出了拟议方法申请的结果。

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