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Kinematic Analysis and Inverse Dynamics-based Control of Nondeterministic Multibody Systems

机译:非确定性多体系统的运动学分析和基于逆动力学的控制

摘要

Multibody dynamics plays the key role in the modeling, simulation, design, and control of many engineering problems. In practice, such problems may be encountered with the existence of uncertainty in the system's parameters and/or excitations. As the complexity of these problems in terms of the number of the bodies and kinematic loops (chains) increases, the effect of uncertainty in the system becomes even more significant due to the accumulation of inaccuracies. Therefore, considering uncertainty is inarguably a crucial aspect of performance analysis of a multibody problem. In fact, uncertainty needs to be propagated to the system kinematics and dynamics for the better understanding of the system behavior. This will significantly affect the design and control process of such systems. For this reason, this research presents a detailed investigation on the use of the Polynomial Chaos Expansion (PCE) method for both control and kinematic analysis of nondeterministic multibody systems.
机译:多体动力学在许多工程问题的建模,仿真,设计和控制中起着关键作用。在实践中,系统参数和/或激励的不确定性可能会遇到这样的问题。随着这些问题在机构和运动回路(链)的数量方面的复杂性增加,由于不准确性的累积,系统不确定性的影响变得更加明显。因此,考虑不确定性无疑是多体问题性能分析的关键方面。实际上,为了更好地了解系统行为,需要将不确定性传播到系统运动学和动力学中。这将严重影响此类系统的设计和控制过程。因此,本研究对使用多项式混沌扩展(PCE)方法进行不确定性多体系统的控制和运动学分析进行了详细的研究。

著录项

  • 作者

    Sabet Sahand;

  • 作者单位
  • 年度 2016
  • 总页数
  • 原文格式 PDF
  • 正文语种 en_US
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