Dextrous manipulation with multifingered robot hands including rolling and slipping of the fingertips

Abstract This paper treats two fundamental problems which occur when manipulating objects with an articulated multifingered robot hand: determination of the joint motions to perform the manipulation according to a given object trajectory and optimization of the joint torques needed to ensure a secure gripping situation. The consideration of rolling and slipping of the fingertip on the object leads to a set of linear differential equations when computing the joint angles and to a partly non-linear optimization problem for the torques. The presented removal of redundant information will decrease computation time significantly. A possible implementation of the developped equations will be given as well as an example demonstrating the need to consider rolling and slipping: rotation of an ordinary egg with the Karlsruhe Dextrous Hand.

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