运动学
机器人
反向动力学
避障
粒子群优化
运动规划
机器人运动学
控制理论(社会学)
计算机科学
趋同(经济学)
障碍物
正向运动学
灵活性(工程)
算法
人工智能
移动机器人
数学
物理
控制(管理)
经典力学
政治学
法学
经济
经济增长
统计
作者
Hongwei Liu,Yang Jiang,Manlu Liu,Xinbin Zhang,Jianwen Huo,Haoxiang Su
出处
期刊:Intelligence & robotics
[OAE Publishing Inc.]
日期:2023-10-29
卷期号:3 (4): 565-80
被引量:8
摘要
Soft-bodied robots have the advantages of high flexibility and multiple degrees of freedom and have promising applications in exploring complex unstructured environments. Kinematic coupling exists for the soft robot in a problematic space environment for motion planning between the soft robot arm segments. In solving the soft robot inverse kinematics, there are only solutions or even no solutions, and soft robot obstacle avoidance control is tough to exist, as other problems. In this paper, we use the segmental constant curvature assumption to derive the positive and negative kinematic relationships and design the tip self-growth algorithm to reduce the difficulty of solving the parameters in the inverse kinematics of the soft robot to avoid kinematic coupling. Finally, by combining the improved particle swarm algorithm to optimize the paths, the convergence speed and reconciliation accuracy of the algorithm are further accelerated. The simulation results prove that the method can successfully move the soft robot in complex space with high computational efficiency and high accuracy, which verifies the effectiveness of the research.
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