|We are interested in using low-degree-of-freedom robots to perform complex tasks by nonprehensile manipulation (manipulation without a formor force-closure grasp). By not grasping, the robot can use gravitational, centrifugal, and Coriolis forces as virtual motors to control more degrees of freedom of the part. The part's extra motion freedoms are exhibited as rolling, slipping, and free flight.
This paper describes controllability, motion planning, and implementation of planar dynamic nonprehensile manipulation. We show that almost any planar object is controllable by point contact, and the controlling robot requires only two degrees of freedom (a point translating in the plane). We then focus on a one-joint manipulator (with a two-dimensional state space), and show that even this simplest of robots, by using slipping and rolling, can control a planar object to a full-dimensional subset of its six-dimensional state space. We have developed a one-joint robot to perform a variety of dynamic tasks, including snatching an object from a table, rolling an object on the surface of the arm, and throwing and catching. Nonlinear optimization is used to plan robot trajectories that achieve the desired object motion via coupling forces through the nonprehensile contact.
Number of pages: 29
|Kevin Lynch and Matthew T. Mason, "Dynamic Nonprehensile Manipulation: Controllability, Planning and Experiments," International Journal of Robotics Research, Vol. 18, No. 1, January, 1999, pp. 64-92.|
author = "Kevin Lynch and Matthew T. Mason",
title = "Dynamic Nonprehensile Manipulation: Controllability, Planning and Experiments",
journal = "International Journal of Robotics Research",
pages = "64-92",
publisher = "Sage Science Press",
address = "Thousand Oaks, CA",
month = "January",
year = "1999",
volume = "18",
number = "1",
|The Robotics Institute is part of the School of Computer Science, Carnegie Mellon University.|
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