Neighboring Degree-of-Approximation Equating Method for Computing Contact Points between Robot and Convex Object
Author(s) -
Makoto Kaneko,
K. Tanie
Publication year - 1993
Publication title -
journal of robotics and mechatronics
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.257
H-Index - 19
eISSN - 1883-8049
pISSN - 0915-3942
DOI - 10.20965/jrm.1993.p0019
Subject(s) - computation , point (geometry) , degree (music) , equating , object (grammar) , position (finance) , robot , regular polygon , computer science , constant (computer programming) , algorithm , mathematics , computer vision , artificial intelligence , geometry , physics , rasch model , acoustics , economics , finance , statistics , programming language
With a proper combination of compliant joint and position- controlled joint, a link system changes its posture with keeping contact between link system and environment. This is so-called Self-Posture Changing Motion (SPCM) and conveniently used to detect a contact point between robot and unknown object. In conventional approach, a contact point has been computed as an intersecting point between two different link postures before and after SPCM. In general, this computation scheme gives us a contact point with unsatisfactory approximation, while it furnishes us with an exact contact point for a sharp-edged object. In this paper, we first introduces a concept of degree-of-approximation, which is defined as the distance between a computed point and the nearest point over the object surface, and then propers the Neighboring Degree-Of Approximation Equating Method which improves the degree-of-approximation drastically and provides exact contact points not only for a sharp· edged object but also for a constant curved object. Mathematical framework is provided for the proposed computation scheme. Finally, the effectiveness of the proposed scheme is verified by simulations.
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