arrow
Return

Coordinated trajectory planning for robotic manipulators based on improved black widow optimization algorithm

delete2025-12-01
delete0
PRE
AI
彭金柱 (Jinzhu Peng)
Z
Zhonghua Ye
丁帅 (Shuai Ding) *
DOI:10.1108/RIA-04-2024-0106delete
deleteOriginal
deleteOriginal request for help
deleteShare
deleteSave
Abstract

Abstract

En 中文
PurposeTo address the potential collision issue among multiple robotic manipulators in a shared workspace, this paper aims to propose a coordinated trajectory planning method based on improved black widow algorithm (IBWA) and Tau-E. The discussion encompasses trajectory planning for multiple manipulators, collision detection and coordination.Design/methodology/approachThe BWA is improved by introducing decay factor and crossover variation. The selection of control points is conducted using IBWA, and Tau-E smoothens the trajectories between control points. The segment-by-segment collision detection is carried out, where the collision situations are categorized into three types. Collision-free coordinated trajectory planning is facilitated by dynamically adjusting the motion states and priorities of robotic manipulators based on collision detection.FindingsWith this method, coordinated trajectory planning for multiple robotic manipulators in a shared workspace can be carried out to avoid collisions. The experiment shows that this method can be applied to multiple robotic manipulators, and the generated trajectories are smooth and collision-free.Originality/valueThe convergence speed of BWA is increased, and the search capability is improved. The robotic manipulators are coordinated to avoid collisions based on collision detection results. This method can be applied to multiple robotic manipulators, improving work efficiency and space utilization.
Keywords:
Multi-robotic manipulators
Trajectory planning
Black widow algorithm
Trajectory coordination
Tau theory

Journal

R
Robotic Intelligence and Automation
IF:
4.4
Papers:
35
Citations:
296

Organization

Z
Zhengzhou University
Scholars:
6.8W
Papers: 4.4W
Citations: 8.5W