ロボティクス・メカトロニクス講演会講演概要集
Online ISSN : 2424-3124
セッションID: 3A1-C06
会議情報
3A1-C06 拡張Newton-Euler法による拘束運動繰り返し計算と順動力学解法への応用(ヒューマノイド(1))
西口 淳平見浪 護矢納 陽
著者情報
会議録・要旨集 フリー

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抄録
There are two principal methods to derivate motion of equation of robot manipulator, which are Newton-Euler (NE) method and Lagrange method. So far, NE method has been applied to a robot of open-loop serial-linkage structure. However, the adaptation has been limited to a motion without contact of hand with environment. Although robot task based on contact with environment, for example assembly task, grinding task, is important, it is not formulated in the way of NE method. So, this paper proposes iterative calculation method for representing constraint dynamical motion of robot manipulator utilizing inverse dynamic calculation method, leading and enabling the forward dynamics calculation of constraint motions to be dealt recursively through proposed extended NE method for constraint motions, with no use of explicit representation of equation of motions. We applied this method to 2-linkage and 3-linkage manipulators and evaluated its validity by numerical simulations.
著者関連情報
© 2014 一般社団法人 日本機械学会
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