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羽毛球机器人机械臂运动轨迹多目标规划 被引量:10

Multi-objective trajectory planning of manipulator for badminton robot
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摘要 为了实现羽毛球机器人机械臂高速连续平滑地击打羽毛球动作,提出了一种新的多目标机械臂运动轨迹优化模型。首先,该轨迹优化模型根据D-H运动学模型,通过坐标变换建立机械臂的位姿表达式。然后,采用牛顿下山法求出给定路径关键点的运动学逆解集,并基于最短路径算法从逆解集中求出最优解。最后,根据所求出最优解,采用三次样条插值建立电机转角函数,以实现机械臂的连续平滑运动。实验结果表明:新的轨迹优化模型能够有效地降低电机能耗和提高转动效率,从而保证了机械臂响应速度。 In order to achieve the high-speed smooth movement to play the badminton continuously for the manipulator ofbadminton robot,this paper proposes a new multi-objective trajectory optimization model of manipulator.To begin with,the optimization establishes the pose expression of manipulator through successive coordinate transformation,accordingto D-H model.After that,it uses the Newton descent method to solve the disaggregation of inverse kinematics for the giventrajectory key points,then solves the optimal solution from the disaggregation of inverse kinematics by the shortestpath algorithm.Finally,to achieve the continuous smooth trajectory of manipulator,it uses the cubic spline interpolationto establish the function of motors’rotating angle,evolving in time,in accordance with the optimal solution.The resultsof experiments show that the new trajectory optimization model can effectively reduce energy consumption of motor,increasethe turning efficiency,and ensure the response rate of manipulator sequentially.
作者 应文杰 徐开 徐少平 YING Wenjie;XU Kai;XU Shaoping(School of Information Engineering, Nanchang University, Nanchang 330031, China)
出处 《计算机工程与应用》 CSCD 北大核心 2017年第3期258-265,共8页 Computer Engineering and Applications
基金 国家自然科学基金(No.61163023 No.81460769) 南昌大学科研训练项目(No.14001877)
关键词 轨迹规划 D-H模型 牛顿下山法 最短路径算法 三次样条插值 trajectory planning D-H model Newton descent method shortest path algorithm cubic spline interpolation
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