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Redundancy Resolution With Multiple Criteria

Kwang-Kyu Lee, Martin Buss

发表年份
2006
引用次数
22

摘要

This paper presents a novel method of redundancy resolution with multiple performance criteria. In this method the homogenous solution of differential kinematics is derived as a weighted sum of joint velocities lying in the null space of the manipulator Jacobian instead of establishing an overall objective function as a weighted sum of multiple criteria. It remarkably increases flexibility in adding new secondary performance criteria since it does not require to recalculate the gradient of new overall objective function. A systematic design of variable weights is introduced to actively reflect the instant states of each criterion in real-time. Experimental results with a 7-DOF redundant robot illustrate the validity of the proposed scheme

关键词

Redundancy (engineering)Jacobian matrix and determinantSerial manipulatorKinematicsComputer scienceMathematical optimizationResolution (logic)RobotMathematicsControl theory (sociology)

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