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Nonlinear dynamic modeling and performance analysis of a redundantly actuated parallel manipulator with multiple actuation modes based on FMD theory

机译:基于FMD理论的多致动模式冗余致动平行机械手的非线性动态建模与性能分析

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A novel redundantly actuated parallel manipulator (PM) with multiple actuation modes was developed recently by the author. In this paper, the further research is implemented and a systematic methodology is proposed to develop the rigid-flexible coupling dynamic model (RFDM) of the novel PM based on the flexible multi-body dynamics theory. Firstly, under the floating frame of reference, an arbitrary flexible link of the novel PM is regarded as an Euler-Bernoulli beam and the finite element approach is employed to discretize the flexible beam. Then, one kind of planar beam element with lumped masses and moments of inertia at both ends is presented and a corresponding dynamic model is deduced based on the Lagrangian formulation. On this basis, the RFDM of system is formulated by virtue of the augmented Lagrangian multipliers approach. Given the stiff characteristic of system dynamic model, the hybrid TR-BDF2 numerical algorithm combined with Baumgarte stabilization approach is employed to address the nonlinear RFDM so as to balance the solution efficiency and precision. Based on the RFDM and its degradation model, i.e., the rigid dynamic model, one dynamic simulation experiment is designed to investigate the dynamic performance of the PM. Numerical results indicate that the practical motion of the PM manifests rigid-flexible coupling characteristic, and the redundant actuation modes can attenuate the effect of link flexibility and improve the trajectory tracking precision of end-effector in comparison with the non-redundant actuation modes. Finally, to validate the presented methodology, the obtained numerical results are compared with a virtual prototype model developed based on SimMechanics. The results will be helpful for structure optimization and efficient controller design of the PM with multiple actuation modes.
机译:作者最近开发了一种具有多个致动模式的新型冗余驱动的并行机械手(PM)。本文实施了进一步的研究,并提出了一种基于柔性多体动力学理论的新型PM的刚性柔性耦合动态模型(RFDM)的系统方法。首先,在浮动框架下,新颖PM的任意柔性连杆被认为是欧拉 - 伯努利光束,并且采用有限元方法来离散柔性光束。然后,提出了一种具有块状质量的平面梁元件和两端的惯性矩,并且基于拉格朗日配方推导出相应的动态模型。在此基础上,通过增强拉格朗日乘法器方法来制定系统的RFDM。鉴于系统动态模型的刚性特征,采用了与Baumgarte稳定方法相结合的混合TR-BDF2数值算法来解决非线性RFDM,以平衡解决方案效率和精度。基于RFDM及其降解模型,即刚性动态模型,一个动态仿真实验旨在研究PM的动态性能。数值结果表明,PM的实际运动表现出刚性柔性的耦合特性,并且冗余致动模式可以衰减连杆柔韧性的效果,并改善与非冗余致动模式相比的末端执行器的轨迹跟踪精度。最后,为了验证所呈现的方法,将获得的数值结果与基于SimMechanics开发的虚拟原型模型进行比较。结果将有助于具有多种致动模式的PM结构优化和高效控制器设计。

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