Modelling and dynamics of miliwalking robots

J. Frączek, A. Morecki
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Abstract

The results of simulation and measurement of the contact forces of miliwalking HERMES/sup TM/ robot is presented. HERMES is a six-legged miliwalking robot which incorporates high-powered processing, rich sensing and high mobility into a compact body. To develop the kinematics and dynamics of HERMES machine the model of real insect locomotion was used. In the dynamical model two contact-impact models are considered. In the first approach the model was built using general multibody formalism with differential algebraic equation the sign of the constraint force was a test to decide if the respective contact will break or not. This approach implicitly assumes that the contact forces are continuous with respect to time. The general results of the paper concern mainly with this approach. The second approach proposed by Nikravesh (1990) is based on the model which uses the general trend of the Hertz contact law. The dissipated energy in impact is represented by hysteresis form of damping function.
步行机器人的建模与动力学
给出了步行型HERMES/sup TM/机器人接触力的仿真与测量结果。HERMES是一款六足步行机器人,它将高性能处理、丰富的传感和高机动性融入到紧凑的身体中。为了发展HERMES机器人的运动学和动力学,采用了真实昆虫运动模型。在动力学模型中,考虑了两种接触-碰撞模型。在第一种方法中,采用一般的多体形式和微分代数方程建立模型,约束力的符号是确定接触是否破裂的检验。这种方法隐含地假定接触力是随时间连续的。本文的一般结果主要与这种方法有关。Nikravesh(1990)提出的第二种方法是基于使用赫兹接触定律一般趋势的模型。碰撞耗散能量用阻尼函数的滞回形式表示。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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