| Citation: |
LIU Yongchao, HUANG Yumei, WANG Xiaoyue, ZHANG Xueliang, GAO Feng. GENETIC ALGORITHM FOR SOLVING THE INVERSE KINEMATICS PROBLEM OF ROBOT[J]. ROBOT, 1998, 20(6): 421-426.
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1 Tsai L W,Morgana A P.Solving the Kinematics of the Most General Six-and Five-degree-of-freedom Manipulators by Continuation Mothod s.ASME J Mechanisms,Trans missions Automat Design,1985,107:189～200
2 Angeles J.On the Numerical Solution for the In verse Kinematics Problem.Int J Robotics Research,1985,4(2):21～37 3 Goldenberg A A,A pkarian J A,Smith H W.A New Approach to Kinematic Control of Robot Manipulators.ASME J Dynamic System Measure Control,1987,109:97～103 4 Goldenberg A A,Lawrence D L.A Generalized Solution to the Inverse Kinematics of Robotic Manipulators.ASME J Dynamic Syst,Measure Control,1986,108:120～126 5 Kazerounian K.On the Numerical Inverse Kinematics of Robotic Manipulators.ASME Mechanisms Trans missions Automat Design,1987,109:8～13 6 Wang L G T,Chen C C.A Combined Optimization Method for Solving the Inverse Kinematics Problem of Mechanical Manipulators.IEEE Trans on Robotics and Auto,1991,7(4) 7 Kazerounian K.On the Numerical Inverse Kinematics of Robotic Manipalators.ASME J Mechamisms Trans missions Automat Design,1987,109:8～13 8 Kenneth De Jong.Adaptive System Design:A Genetic Approach.IEEE Trans SMC,1980,10(9) 9 Craig J J.Introduction to Robotics:Machanics and Control Reading,M A,Addision Welding,1986 10 Fent on R G,Benhabib B,Goldenberg A A.Optimal Point-to-point Motion of Robots with Redundant Degrees of Freedom.ASME J Eng Industry,1986,109:120～126 |
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