Abstract

The previous research regarding the gait planning of quadruped robot focuses on the sequence for lifting off and placing the feet, but neglects the influence of body height. However, body height affects gait performance significantly, such as in terms of the stride length and stability margin. We herein study the performance of a quadruped robot using the equivalent mechanism concept based on metamorphosis. Assuming the constraints between standing feet and the ground with hinges, the ground, standing legs and robot body are considered as a parallel mechanism, and each swing leg is regarded as a typical serial manipulator. The equivalent mechanism varies while the robot moves on the ground. One gait cycle is divided into several periods, including step forward stages and switching stages. There exists a specific equivalent mechanism corresponding to each gait period. The robot’s locomotion can be regarded as the motion of these series of equivalent mechanisms. The kinematics model and simplified model of the equivalent mechanism is established. A new definition of the multilegged robot stability margin, based on friction coefficient, is presented to evaluate the robot stability. The stable workspaces of the equivalent mechanism in the step forward stage of trotting gait under different friction coefficients are analyzed. The stride length of the robots is presented by analyzing the relationship between the stable workspaces of the equivalent mechanisms of two adjacent step forward stages in one gait cycle. The simulation results show that the stride length is larger with increasing friction coefficient. We herein propose a new method based on metamorphosis, and an equivalent mechanism to analyze the stability margin and stable workspace of the multilegged robot.

Highlights

  • Multilegged robots exhibit high adaptability to the environment because they do not require continuous support on the ground [1]

  • A new method to calculate the stride length of multilegged robots is presented by analyzing the relationship between the stable workspace of two adjacent mechanisms of the step forward stage in one gait cycle

  • Considering the change in body height, the maximum stride length was obtained by analyzing the stable workspaces of the equivalent mechanisms in two adjacent step forward stages of the trotting gait

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Summary

Introduction

Multilegged robots exhibit high adaptability to the environment because they do not require continuous support on the ground [1]. Quadruped robots exhibit better stability and greater load capacity than biped robots, and has a simpler structure and easier control algorithms than hexapod robots and eight-legged robots It can walk using statically stable gaits on complex terrains and walk quickly using dynamic stable gaits on even terrains. The quadruped robot is the “KUMO-I” robot [6], developed by Shigeo Hirose of the Tokyo Institute of Technology in Japan in 1976 This robot can walk by a statically stable gait. A new method to calculate the stride length of multilegged robots is presented by analyzing the relationship between the stable workspace of two adjacent mechanisms of the step forward stage in one gait cycle. The results of this study can be used to direct the motion planning of quadruped robots

Structure and Gaits of Quadruped Robot
Inverse Kinematics of Robot
Moving direction
Conclusions
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