Alternative computational scheme of manipulator inverse kinematics
J. Lenarčič
Abstract
J. Lenarčič
Abstract
The fundamental concept of the paper is to divide the inverse kinematics problem of a non-redundant robot manipulator into two sub-problems of different priorities, one associated with the position and one with the orientation of the end effector. We apply a standard weighted-pseudoinverse-based scheme which is normally utilised to resolve the inverse kinematics of a redundant manipulator. We show that the proposed approach is advantageous when the secondary task (orienting of the end effector) cannot entirely be executed.
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The fundamental concept of the paper is to divide the inverse kinematics problem of a non-redundant robot manipulator into two sub-problems of different priorities, one associated with the position and one with the orientation of the end effector. We apply a standard weighted-pseudoinverse-based scheme which is normally utilised to resolve the inverse kinematics of a redundant manipulator. We show that the proposed approach is advantageous when the secondary task (orienting of the end effector) cannot entirely be executed.
Key concepts: Inverse kinematics, Moore–Penrose pseudoinverse, Kinematics equations, Kinematics, Robot end effector, Position (finance), Computer science, Inverse