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Robot Manipulator Redundancy ResolutionAvailable to Purchase
By
Yunong Zhang
Yunong Zhang
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Long Jin
Long Jin
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ISBN:
9781119381235
No. of Pages:
318
Publisher:
ASME-Wiley
Publication date:
2017

A manipulator is said to be redundant when more DOF are available than the minimum number required to perform a specific end-effector primary task. For redundant manipulators, as discussed in previous chapters, the inverse kinematic resolution is a fundamental issue in operating the robot systems. The general description of this problem is that, given the desired Cartesian path rd(t) ∈ ℝm for the manipulator’s end-effector to track, how can we generate the corresponding joint trajectory θ(t) ∈ ℝn in real time t? Note that n > m and, thus, there exist multiple or an infinite number of feasible solutions to the inverse-kinematic problem. In this sense, the redundancy of joint motion, together with kinematic and dynamic nonlinearities, complicate the manipulator control problem significantly.

10.1
Introduction
10.2
Preliminaries and Scheme Formulation
10.3
LVIAPDNN Assisted QP Solution with Discussion
10.4
Computer Simulations
10.5
Chapter Summary
Appendix
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