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Stabilization method for the numerical integration of controlled multibody mechanical system: A hybrid integration approach

机译:stabilization method for the numerical integration of controlled multibody mechanical system: a hybrid integration approach

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摘要

Simulation of a controlled multibody mechanical system, with a nonstiff mechanical subsystem and a stiff control subsystem, usually suffers from long run time. In this paper, a hybrid integration scheme combined with the constraint stabilization method is proposed to overcome this difficulty. The dynamic equations of motion of a constrained multibody mechanical system is a mixed differential-algebraic equation (DAE). The constraint stabilization method proposed by Baumgarte is used to integrate this equation. Correct choice of the alpha and beta coefficients used in the constraint stabilization method is found. The hybrid integration scheme consists of two parts: a nonstiff integration algorithm for the mechanical subsystem and a stiff integration algorithm for the control subsystem. Simulation results show the computational efficiency of the proposed integration scheme.
机译:具有非刚性机械子系统和刚性控制子系统的受控多体机械系统的仿真通常需要长时间运行。为了克服这一困难,本文提出了一种结合约束稳定方法的混合集成方案。约束多体机械系统的运动动力学方程是混合微分-代数方程(DAE)。 Baumgarte提出的约束稳定化方法用于对该方程进行积分。找到在约束稳定化方法中使用的α和β系数的正确选择。混合集成方案包括两个部分:机械子系统的非刚性集成算法和控制子系统的刚性集成算法。仿真结果表明了该集成方案的计算效率。

著录项

  • 作者

    Lin, S.T.; Hong, M.C.;

  • 作者单位
  • 年度 2014
  • 总页数
  • 原文格式 PDF
  • 正文语种 en_US
  • 中图分类
  • 入库时间 2022-08-20 21:07:10

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