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Comparative Study of Different Metaheuristics for the Trajectory Planning of a Robotic Arm

机译:机器人手臂轨迹规划中不同元启发法的比较研究

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In this paper, seven different metaheuristic optimization algorithms developed between 2005 and 2012 are applied to optimize the robot trajectory for a three-revolute (3R) robotic arm. These algorithms include the artificial bee colony (ABC) algorithm, biogeography-based optimization, gravitational search algorithm, cuckoo search algorithm (CS), firefly algorithm, bat algorithm, and teaching–learning-based optimization (TLBO). This work presents the optimization problem with the objective to plan a trajectory, which can minimize joint travelling time, joint travelling distance, and total joint Cartesian lengths, simultaneously. Nine different design variables are considered for the intermediate joint angles, joint velocities, the end-effector angle for the final configuration, the time from initial to intermediate configuration, and the time from intermediate to final configuration. Two different experiments are conducted to investigate the effect of different considered metaheuristics: 1) for the free workspace and 2) for the workspace with obstacle. All these algorithms are compared based on the algorithm ability to find the best solutions, mean solutions, standard deviation, computational effort, and the convergence of the solutions. Statistical investigation is also performed by using the Friedman rank test and the Holm–Sidak multiple comparison - test to check the significance of the algorithm for its suitability to the robot trajectory optimization problems. The results show the significance of TLBO, ABC, and CS for the robot trajectory optimization problems.
机译:在本文中,应用了2005年至2012年开发的七种不同的元启发式优化算法来优化三转(3R)机器人手臂的机器人轨迹。这些算法包括人工蜂群(ABC)算法,基于生物地理的优化,重力搜索算法,布谷鸟搜索算法(CS),萤火虫算法,蝙蝠算法以及基于教学-学习的优化(TLBO)。这项工作提出了以计划轨迹为目标的优化问题,该轨迹可以同时最小化关节行进时间,关节行进距离和总关节笛卡尔长度。对于中间关节角度,关节速度,最终构型的末端执行器角度,从初始构型到中间构型的时间以及从中间构型到最终构型的时间,考虑了九个不同的设计变量。进行了两个不同的实验来研究不同考虑的元启发法的影响:1)对于自由工作空间,以及2)对于有障碍的工作空间。所有这些算法都是根据算法能力进行比较,以找到最佳解,均值解,标准差,计算量以及解的收敛性。还使用弗里德曼秩次检验和Holm-Sidak多重比较检验进行统计调查,以检验算法对机器人轨迹优化问题的适用性的重要性。结果表明,TLBO,ABC和CS对于机器人轨迹优化问题具有重要意义。

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