Grasp Invariance

نویسندگان

  • Alberto Rodriguez
  • Matthew T. Mason
چکیده

This paper introduces a principle to guide the design of finger form: invariance of contact geometry over some continuum of varying shape and/or pose of the grasped object in the plane. Specific applications of this principle include scaleinvariant and pose-invariant grasps. Under specific conditions, the principle gives rise to spiral shaped fingers, including logarithmic spirals and straight lines as special cases. The paper presents a general technique to solve for finger form, given a continuum of shape or pose variation and a property to be held invariant. We apply the technique to derive scale-invariant and pose-invariant grasps for disks, and we also explore the principle’s application to many common devices from jar wrenches to rock-climbing cams.

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Grasp Invariance ∗ Alberto Rodriguez and Matthew

This paper introduces a principle to guide the design of finger form: invariance of contact geometry over some continuum of varying shape and/or pose of the grasped object in the plane. Specific applications of this principle include scale-invariant and pose-invariant grasps. Under specific conditions, the principle gives rise to spiral shaped fingers, including logarithmic spirals and straight...

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عنوان ژورنال:
  • I. J. Robotics Res.

دوره 31  شماره 

صفحات  -

تاریخ انتشار 2010