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A system-level model reduction technique for efficient simulation of flexible multibody dynamics

机译:一种系统级模型简化技术,可有效模拟柔性多体动力学

摘要

In flexible multibody dynamics, body-level model reduction is typically used to decreasethe computational load of a simulation. Body-level model reduction is generally performedby means of Component Mode Synthesis. This offers an acceptable solution for manyapplications, but does not result in significant model reduction for systems with moving connectionpoints, e.g. due to a flexible sliding joint. In this research, Global Modal Parametrization,a model reduction technique initially proposed for real-time control of flexible mechanisms,is further developed to speed up simulation of multibody systems. The reduction isachieved by a system-level modal description, as opposed to the classic body-level modal description.As the dynamics is configuration-dependent, the system-level modal description ischosen configuration-dependent in such a way that the system dynamics are optimally describedwith a minimal number of degrees of freedom. Moving connection points do not pose a problemto the proposed model reduction methodology. The complexity of simulation of the reducedmodel equations is estimated. The applicability to systems with moving connection points ishighlighted. In a numerical experiment, simulation results for the original model equationsare compared with simulation results for the model equations obtained after model reduction,showing a good match. The approximation errors resulting from the model reduction techniquesare investigated by comparing results for different mode sets. The mode set affects theapproximation error similarly as it does in linear modal synthesis.
机译:在灵活的多体动力学中,通常使用体级模型简化来减少模拟的计算量。通常通过组件模式综合来执行人体模型的简化。这为许多应用提供了可接受的解决方案,但是对于连接点移动的系统(例如,由于采用了灵活的滑动接头。在这项研究中,全局模态参数化是一种最初提出的用于柔性机构的实时控制的模型简化技术,它被进一步开发来加速多体系统的仿真。减少是通过系统级模态描述来实现的,这与经典的车身级模态描述相反。由于动力学是与配置有关的,因此系统级模态描述的选择与配置有关,从而使系统动力学处于最佳状态用最少的自由度描述。移动的连接点对所提出的模型简化方法没有问题。估计了简化模型方程的仿真复杂度。突出显示了具有移动连接点的系统的适用性。在数值实验中,将原始模型方程的仿真结果与模型简化后获得的模型方程的仿真结果进行比较,显示出良好的匹配性。通过比较不同模式集的结果,研究了模型简化技术所产生的近似误差。模式集对近似误差的影响与线性模态合成中的影响类似。

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