Abstract
Inverse kinematics algorithms based on numerical
integration involves drift phenomena of the
solution; as a consequence, errors are generated
when the end-effector location differs from the
desired one. This problem is worse for robots with
closed kinematic chains, where minimal errors open
the chain or generate excessive torques at the
joints. To solve this problem, a novel integration
method is presented in this paper, and its
exponential stability is showed. An simulation
example outlines its main properties.
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