Static Multi-Contact Inverse Problem for Multiple Humanoid Robots and Manipulated ObjectsReportar como inadecuado

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* Corresponding author 1 CNRS-AIST JRL - Joint Robotics Laboratory Japan 2 IDH - Interactive Digital Humans LIRMM - Laboratoire d-Informatique de Robotique et de Microélectronique de Montpellier

Abstract : In this paper we solve the static-equilibrium constrained inverse kinematics problem for a system made of multiple humanoid robots and manipulated objects given a set of contacts between any surfaces of the robots, any surfaces of the manipulated objects, and any surfaces of the environment. In particular, inter-robots contacts are possible. The contacts considered here are neither necessarily coplanar, nor necessarily horizontal, frictional, might be unilateral support or bilateral grasp. We solve both the geometric variables configurations and the statics variables contact forces simultaneously within one optimization query. In the resulting configurations all the robots and the manipulated objects are in static equilibrium under the action of gravity and actuator torques that are constrained to stay within their bounds. The main focus of the paper is on the formulation of the problem rather than the optimization algorithm, as we consider the latter as a black box that only requires a mathematical model providing algorithms to compute the values of the objective function, the constraints functions, and their derivatives. We apply this work to quasi-static multi-contact legged locomotion planning on irregular terrain, multi-fingered dexterous manipulation planning, and collaborative manipulation planning.

Autor: Karim Bouyarmane - Abderrahmane Kheddar -



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