具有关节物理极限的机械臂伪逆运动规划方法

Qingping Liu, Dongsheng Guo
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引用次数: 0

摘要

基于伪逆(P-based)公式的方法是机器人机械臂运动规划的经典和广泛应用的方法。然而,在方法的制定中,很难同时直接地处理关节物理极限。本文试图通过提供第一个可以轻松处理关节物理限制的基于p的运动规划(PMP)方案来解决这种限制。具体来说,物理约束机器人的运动规划被表述为求解一个有界约束的线性运动学系统。利用指数衰减法则,建立了求解该系统的神经动力学模型。通过欧拉差分公式对该模型进行离散化,提出了具有关节物理极限的机器人机械臂速度级PMP方案。PUMA560机器人操作臂下的对比仿真结果进一步验证了所提PMP方案的有效性和优越性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Pseudoinverse-based Motion Planning Scheme for Robot Manipulators with Joint Physical Limits
The approach with the pseudoinverse-based (P-based) formulation is the classic and widely-used one for the motion planning of robot manipulators. However, it is difficult to simultaneously and directly deal with joint physical limits in the approach formulation. This paper attempts address such a limitation by providing the first P-based motion planning (PMP) scheme that can readily handle joint physical limits. Specifically, the motion planning of physically-constrained robot manipulators is formulated as solving a linear kinematics system with bound constraint. By utilizing an exponential decay rule, a neurodynamic model is obtained to solve the above system. Such a model is discretized via Euler difference formula, and the new PMP scheme at velocity level is thus proposed for robot manipulators with joint physical limits. Comparative simulation results under the PUMA560 robot manipulator further verify the effective and superior performance of the proposed PMP scheme.
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