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Research on Selection of Shape Function in Flexible Multi-body System Dynamics

机译:灵活的多体系系统中形状功能选择的研究

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In order to improve the accuracy and efficiency of flexible multibody system dynamics simulation and control, the research on the selection of shape function in flexible multi- body system is needed. Under the specific floating coordinate system, deduce flexible multi-body system dynamics general equation based on Lagrange equation. Analysis and compare the coefficient matrix of dynamic equation In view of the three different types of shape function, the effect of shape function selection for dynamics calculation accuracy and efficiency is studied. Research shows that floating coordinate system affect the degree of equation coupling, and The main factors influencing the calculation accuracy and efficiency is shape functionThe form of Dynamics equation under static deformation assumption is the simplest and calculation efficiency is highest. Calculation efficiency of the finite element model and vibration mode model increases as the number of units and the number of mode truncation decreases. Calculation efficiency and accuracy interact on each other and determine the shape function of the form.
机译:为了提高柔性多体系系统动力学仿真和控制的准确性和效率,需要对柔性多体系系统选择形状功能的研究。在特定的浮动坐标系下,推测基于拉格朗日方程的柔性多体系动态通用方程。鉴于三种不同类型的形状函数的动态方程系数矩阵的分析和比较,研究了形状函数选择对动力学计算精度和效率的影响。研究表明,浮动坐标系影响方程耦合程度,影响计算精度和效率的主要因素是形状功能,静态变形假设下的动力学方程形式是最简单,计算效率最高。随着单位数量和模式截断的数量减小,有限元模型和振动模式模型的计算效率增加。计算效率和精度彼此相互作用,并确定表单的形状函数。

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