RRT-based CPC: A configuration planning method for continuum robots using Rapidly-exploring Random Tree algorithm

IF 5.2 2区 计算机科学 Q1 AUTOMATION & CONTROL SYSTEMS
Qiqi Pan , Hongbo Wang , Yongfei Feng , Shijie Guo , Jingjing Luo
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引用次数: 0

Abstract

Obstacle-aware configuration control represents a critical challenge in the deployment of continuum robots for advanced applications such as robotic-assisted laparoscopic surgery and intelligent industrial grasping systems. At present, in order to realize the obstacle avoidance function of flexible robots, inverse kinematic calculations are usually unavoidable. The problems of large amount of computation, long solution time, and non-convergence of results make the configuration control for flexible robots still challenging. Most of the current studies use the inverse kinematics calculation of end tracking, and for flexible robots with multiple degrees of freedom, the success rate of obstacle avoidance is low and the computational cost is large. In this paper, a three-segment continuum configuration planning method based on Rapidly-exploring Random Tree (RRT) algorithm is proposed, in which the rough obstacle avoidance path is obtained by RRT algorithm, then the three-segment fitting is carried out by using the second-order Bézier curve, and the length error is evaluated to meet the planning requirements. Experiments such as obstacle avoidance tests, the arrival of target endpoints at different positions and different obstacle environments show that the proposed method can effectively map the feasible solution to the actual configuration. Compared with the inverse kinematics method, the proposed approach improves the success rate of obtaining feasible solutions by at least 14.8% and reduces the solution time by at least 55%. In addition, no prior curvature information and traditional inverse kinematics calculation are needed for the configuration control.
基于快速探索随机树算法的连续体机器人构型规划方法
障碍物感知配置控制是连续体机器人在机器人辅助腹腔镜手术和智能工业抓取系统等先进应用中部署的关键挑战。目前,为了实现柔性机器人的避障功能,通常不可避免地要进行逆运动学计算。由于计算量大、求解时间长、结果不收敛等问题,柔性机器人的组态控制仍然具有挑战性。目前的研究大多采用末端跟踪的逆运动学计算,对于多自由度柔性机器人,避障成功率低且计算成本大。提出了一种基于快速探索随机树(rapid -exploring Random Tree, RRT)算法的三段连续体构型规划方法,通过RRT算法获得粗糙避障路径,然后利用二阶bsamizier曲线进行三段拟合,并对长度误差进行评估,以满足规划要求。避障测试、目标端点到达不同位置和不同障碍环境等实验表明,该方法能有效地将可行解映射到实际构型。与逆运动学方法相比,该方法获得可行解的成功率提高了至少14.8%,求解时间缩短了至少55%。此外,构型控制不需要先验曲率信息和传统的运动学逆计算。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Robotics and Autonomous Systems
Robotics and Autonomous Systems 工程技术-机器人学
CiteScore
9.00
自引率
7.00%
发文量
164
审稿时长
4.5 months
期刊介绍: Robotics and Autonomous Systems will carry articles describing fundamental developments in the field of robotics, with special emphasis on autonomous systems. An important goal of this journal is to extend the state of the art in both symbolic and sensory based robot control and learning in the context of autonomous systems. Robotics and Autonomous Systems will carry articles on the theoretical, computational and experimental aspects of autonomous systems, or modules of such systems.
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