基于改进的多目标萨尔普蜂群算法的双姿态调整机制最佳轨迹规划方法研究

Symmetry Pub Date : 2024-08-12 DOI:10.3390/sym16081028
Xu Liu, Lei Wang, Chengwu Shen, Wenjia Ma, Shaojin Liu, Yan Han, Zhiqian Wang
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引用次数: 0

摘要

本研究探讨了姿态执行器运动轨迹的优化方法,以提高大型部件自动对接过程中的装配效率。以自主研发的双姿态调整机构(2-PPPR)为研究对象,结构对称。基于改进的 Denavit-Hartenberg (MDH) 参数描述方法,建立了姿态机构的运动学模型,并用五阶 B 样条曲线对其末端轨迹进行了参数化表达。根据双姿态机构动力学和运动学的约束条件,选择总姿态时间、各关节的紧迫程度和机构姿态的难易程度作为优化目标。在萨尔普群算法(SSA)中引入了莱维飞行算法和考奇变异算法来求解多目标轨迹优化模型的参数。结合多目标平均最优解的评价方法,得到了双调谐机构的最优轨迹和各关节的运动轨迹。仿真和实验结果表明,本文提出的轨迹规划方法有效可行,能够保证大部件双姿态机构平稳高效地完成自动对接任务。
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Research on the Optimal Trajectory Planning Method for the Dual-Attitude Adjustment Mechanism Based on an Improved Multi-Objective Salp Swarm Algorithm
In this study, an optimization method for the motion trajectory of attitude actuators was investigated in order to improve assembly efficiency in the automatic docking process of large components. The self-developed dual-attitude adjustment mechanism (2-PPPR) is used as the research object, and the structure is symmetrical. Based on the modified Denavit–Hartenberg (MDH) parameter description method, a kinematic model of the attitude mechanism is established, and its end trajectory is parametrically expressed using a five-order B-spline curve. Based on the constraints of the dynamics and kinematics of the dual-posture mechanism, the total posturing time, the degree of urgency of each joint, and the degree of difficulty of the mechanism’s posturing are selected as the optimization objectives. The Lévy flight and Cauchy variation algorithms are introduced into the salp swarm algorithm (SSA) to solve the parameters of the multi-objective trajectory optimization model. By combining the evaluation method of the multi-objective average optimal solution, the optimal trajectory of the dual-tuning mechanism and the motion trajectory of each joint are obtained. The simulation and experiment results show that the trajectory planning method proposed in this paper is effective and feasible and can ensure that the large-part dual-posture mechanism can complete the automatic docking task smoothly and efficiently.
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