Ground Reaction Force Reduction of Biped Robot for Walking Along a Step with Dual Length Linear Inverted Pendulum Method | Zendy

Fariz Ali | Zendy; Naoki Motoi | Zendy; Kirill Van Heerden | Zendy; Atsuo Kawamura | Zendy

Open Access

Ground Reaction Force Reduction of Biped Robot for Walking Along a Step with Dual Length Linear Inverted Pendulum Method

Author(s) -

Fariz Ali,

Naoki Motoi,

Kirill Van Heerden,

Atsuo Kawamura

Publication year - 2013

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.2013.p0220

Subject(s) - inverted pendulum , ground reaction force , control theory (sociology) , stairs , robot , reduction (mathematics) , double inverted pendulum , computer science , reaction , dual (grammatical number) , simulation , mathematics , nonlinear system , physics , engineering , classical mechanics , structural engineering , geometry , kinematics , artificial intelligence , quantum mechanics , literature , art , control (management)

A bipedal robot should be robust and able to move in various directions on stairs. However, up to date many research studies have been focusing on walking in the up or down direction only. Therefore, a strategy to realize walking along a step is investigated. In conventional methods, CoM is moved up or down during walking in this situation. In this paper, a method named as Dual Length Linear Inverted Pendulum Method (DLLIPM) with Newton-Raphson is proposed for 3-D biped robot walking. The proposed method applies different length of pendulum at left and right legs in order to represent the CoM height. By using the proposed method, maximum impact forces are reduced. From the Ground Reaction Forces (GRF) data obtained in the simulations, the validity of the proposed method is confirmed.

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