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Implicit co-simulation method for constraint coupling with improved stability behavior

机译:具有改进的稳定性行为约束耦合的隐式共仿真方法

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This paper deals with a novel co-simulation approach for coupling mechanical subsystems in time domain. The submodels are assumed to be coupled by algebraic constraint equations. In contrast to well-known coupling techniques from the literature, the here presented index-1 approach uses a special technique for approximating the coupling variables so that the constraint equations together with the hidden constraints on velocity and acceleration level can be enforced simultaneously at the communication time points. The method discussed here uses second- and third-order approximation polynomials. Because of the high approximation order, the numerical errors are very small, and a good convergence behavior is achieved. A?stability analysis is carried out, and it is shown that—despite the fact that higher-order approximation polynomials are applied—also a good numerical stability behavior is observed. Different numerical examples are presented, which illustrate the practical application of the approach.
机译:本文涉及一种新颖的共仿真方法,用于在时域中耦合机械子系统。假设子模型由代数约束方程耦合。与文献中的众所周知的耦合技术相比,这里呈现的索引-1方法使用特殊技术来近似耦合变量,使得约束方程可以在通信中同时强制执行与速度和加速度水平上的隐藏约束一起时间点。这里讨论的方法使用第二和三阶近似多项式。由于高近似顺序,数值误差非常小,并且实现了良好的收敛行为。稳定性分析进行了,表明 - 尽管施加了高阶近似多项式 - 也观察到良好的数值稳定性行为。提出了不同的数值示例,其说明了该方法的实际应用。

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