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计算机系统应用英文版:2016,25(11):183-186
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PUMA机器人运动学逆解新算法
(1.中国科学院大学, 北京 100049;2.中国科学院 沈阳计算技术研究所, 沈阳 110168;3.沈阳高精数控智能技术股份有限公司, 沈阳 110168)
Application of Double Quaternion in the Inverse Kinematics of 6R Serial Robots
(1.University of Chinese Academy of Sciences, Beijing 100049, China;2.Shenyang Institute of Computing Technology, Chinese Academy of Sciences, Shenyang 110168, China;3.Shenyang Golding NC Intelligence Tech. Co. Ltd., Shenyang 110168, China)
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Received:March 03, 2016    Revised:April 11, 2016
中文摘要: 6R串联机器人的逆解求解复杂,使用传统的D-H算法求解该问题计算量大且无法避免奇异点.将PUMA机器人的逆运动学的求解分为位置求解和姿态求解两个过程.首先使用D-H方法进行位置求解得到关节角θ1θ2θ3,然后使用单位四元数的方法求解出θ4θ5θ6.最后,在PUMA机器上进行验证,新的方法能够正确求解出所有解析解.对比新方法、D-H方法和倍四元数的方法,新方法较D-H方法速度提高了15%左右.
Abstract:The inverse kinematics of a general 6R serial robots has much difficulty to be solved.The method using traditional D-H need amount of computations and exists singular solution. Inverse kinematics of puma robot decomposes into position solution and pose solution. Firstly we use D-H method to solve θ1, θ2, θ3, then use the unit quaternion to solve θ4, θ5, θ6. At last we verify the new method in the robot of puma and new method can solve the inverse kinematics correctly. Compared with D-H method and double quaternion method, the new method has much increase about 15% in speed than D-H method.
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基金项目:国家科技重大专项(2013ZX04001-031)
引用文本:
葛小川,郑飂默,郑国利,吴纯赟,吕永军.PUMA机器人运动学逆解新算法.计算机系统应用,2016,25(11):183-186
GE Xiao-Chuan,ZHENG Liao-Mo,ZHENG Guo-Li,WU Chun-Yun,LV Yong-Jun.Application of Double Quaternion in the Inverse Kinematics of 6R Serial Robots.COMPUTER SYSTEMS APPLICATIONS,2016,25(11):183-186