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基于改进遗传算法的包装机器人轨迹规划
引用本文:贾超广,肖海霞,胡广新.基于改进遗传算法的包装机器人轨迹规划[J].包装工程,2018,39(15):183-187.
作者姓名:贾超广  肖海霞  胡广新
作者单位:郑州升达经贸管理学院,郑州,451191;河南工程学院,郑州,451191
摘    要:目的为了提高包装生产效率,提升直角坐标机器人的稳定性、可靠性和运动精度,避免机器人出现速度、加速度突变,对机器人运动轨迹进行规划。方法首先分析直角坐标机器人的工作原理,在此基础上采用三次均匀B样条曲线对机器人关节轨迹进行逼近,给出一种基于改进遗传算法的最优时间B样条轨迹规划方法。根据功能需求,设计一种基于ARM和FPGA的控制系统。结果仿真结果表明,机器人各个关节抵达节点的用时最短,运行耗时能够缩减39%以上,验证了算法的有效性。结论所述控制系统和方法能够满足包装码垛的要求,可提高包装效率。

关 键 词:直角坐标机器人  遗传算法  轨迹规划  B样条曲线
收稿时间:2018/3/28 0:00:00
修稿时间:2018/8/10 0:00:00

Packaging Robot Trajectory Planning Based on Improved Genetic Algorithm
JIA Chao-guang,XIAO Hai-xia and HU Guang-xin.Packaging Robot Trajectory Planning Based on Improved Genetic Algorithm[J].Packaging Engineering,2018,39(15):183-187.
Authors:JIA Chao-guang  XIAO Hai-xia and HU Guang-xin
Affiliation:1.ZhengZhou Shengda University of Economics, Business & Management, Zhengzhou 451191, China,2.Henan University of Engineering, Zhengzhou 451191, China and 1.ZhengZhou Shengda University of Economics, Business & Management, Zhengzhou 451191, China
Abstract:The work aims to improve the production efficiency of package, elevate the stability, reliability and motion precision of the Cartesian coordinate robot, and plan the motion trajectory of the robot to avoid the sudden change of the robot''s speed and acceleration. Firstly, the working principle of the Cartesian coordinate robot was analyzed. On the basis of this, cubic uniform B-spline curve was used to achieve the robot joint trajectory approximation. An optimal time B-spline trajectory planning method based on improved genetic algorithm was given. According to functional requirements, a control system based on ARM and FPGA was designed. The simulation results showed that, the robot joints reached the node with the shortest time, and the operation time could be reduced by 39%, and the effectiveness of the algorithm was verified. The proposed control system and method can meet the requirements of packaging and stacking, which can improve packaging efficiency.
Keywords:Cartesian coordinate robot  genetic algorithm  trajectory planning  B-spline curve
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