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Errors Control of Constraint Violation in Dynamical Simulation for Constrained Mechanical Systems

机译:误差控制受约束机械系统动态模拟中的约束违规

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摘要

Function realization of mechanical systems can be considered as a series of constrained motions with the governing equations of mechanical systems constructed as the dynamic equations at the acceleration level. In the process of solving the dynamic equation, small numerical errors may appear on each integration step, and the errors accumulated might result in constraint violation, leading to difficulties in satisfying constraint at the velocity level and position level. Currently, constraint violation errors stabilization can be implemented through correcting acceleration or velocity equation; however, it is difficult to have an accurate control of the violation error threshold with these methods. On the basis of constraint direct correction method, this paper provides a control method of constraint violation errors, which can limit the constraint violation errors within a specific threshold range required by specific numerical simulation accuracy for the mechanical system. A dynamic model of a three-dimensional (3D) RRR (R, rotating) manipulator is constructed, followed by the implementation of dynamic simulation based on Udwadia-Kalaba method. A comparison between the previous methods and the current one is then made to analyze the control of the constraint violation errors in simulations, and the results show that the proposed method is effective in reducing violation errors to a specified range.
机译:功能实现机械系统可以被认为是一系列约束动作,其中机械系统的控制方程构造为加速度水平的动态方程。在求解动态方程的过程中,每个集成步骤可以出现小数值误差,并且累积的误差可能导致约束违规,导致速度达到速度水平和位置级别的困难。目前,可以通过校正加速度或速度方程来实现约束违规错误稳定;但是,难以通过这些方法对违规错误阈值进行准确控制。在约束直接校正方法的基础上,该论文提供了一个约束违规误差的控制方法,可以限制机械系统特定数值模拟精度所需的特定阈值范围内的约束违规误差。构建了三维(3D)RRR(R,旋转)机械手的动态模型,然后基于Udwadia-Kalaba方法实现动态仿真。然后,先前方法和当前一个之间的比较来分析模拟中约束违规误差的控制,结果表明该方法在将违规误差降至指定范围的情况下是有效的。

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