首站-论文投稿智能助手
典型文献
Time Optimal Trajectory Planning Algorithm for Robotic Manipulator Based on Locally Chaotic Particle Swarm Optimization
文献摘要:
Optimal trajectory planning is a funda-mental problem in the area of robotic research.On the time-optimal trajectory planning problem during the mo-tion of a robotic arm,the method based on segmented polynomial interpolation function with a locally chaotic particle swarm optimization(LCPSO)algorithm is pro-posed in this paper.While completing the convergence in the early or middle part of the search,the algorithm steps forward on the problem of local convergence of tradition-al particle swarm optimization(PSO)and improved learning factor PSO(IFPSO)algorithms.Finally,simula-tion experiments are executed in joint space to obtain the optimal time and smooth motion trajectory of each joint,which shows that the method can effectively shorten the running time of the robotic manipulator and ensure the stability of the motion as well.
文献关键词:
作者姓名:
DU Yuxiao;CHEN Yihang
作者机构:
School of Automation,Guangdong University of Technology,Guangzhou 510006,China
引用格式:
[1]DU Yuxiao;CHEN Yihang-.Time Optimal Trajectory Planning Algorithm for Robotic Manipulator Based on Locally Chaotic Particle Swarm Optimization)[J].电子学报(英文),2022(05):906-914
A类:
LCPSO,IFPSO
B类:
Time,Optimal,Trajectory,Planning,Algorithm,Robotic,Manipulator,Based,Locally,Chaotic,Particle,Swarm,Optimization,trajectory,planning,funda,mental,problem,area,robotic,research,On,optimal,during,method,segmented,polynomial,interpolation,function,locally,chaotic,particle,swarm,optimization,posed,this,paper,While,completing,convergence,early,middle,steps,forward,tradition,improved,learning,algorithms,Finally,simula,experiments,executed,joint,space,obtain,smooth,motion,each,which,shows,that,can,effectively,shorten,running,manipulator,ensure,stability,well
AB值:
0.573527
相似文献
Adaptive Barebones Salp Swarm Algorithm with Quasi-oppositional Learning for Medical Diagnosis Systems:A Comprehensive Analysis
Jianfu Xia;Hongliang Zhang;Rizeng Li;Zhiyan Wang;Zhennao Cai;Zhiyang Gu;Huiling Chen;Zhifang Pan-Department of General Surgery,The Second Affiliated Hospital of Shanghai University(Wenzhou Central Hospital),Wenzhou 325000,Zhejiang,People's Republic of China;Soochow University,Suzhou,Jiangsu,People's Republic of China;Department of Computer Science and Artificial Intelligence,Wenzhou University,Wenzhou 325035,People's Republic of China;School of Artificial Intelligence,Jilin International Studies University,Changchun 130000,People's Republic of China;Wenzhou Polytechnic,Wenzhou 325035,People's Republic of China;The First Affiliated Hospital of Wenzhou Medical University,Wenzhou 325000,People's Republic of China
机标中图分类号,由域田数据科技根据网络公开资料自动分析生成,仅供学习研究参考。