Self-stabilized biped walking under control of a novel reflexive network

T. Geng, B. Porr, F. Wörgötter
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引用次数: 1

Abstract

Biologically inspired reflexive controllers have been implemented on various walking robots. However, due to the natural instability of biped walking, up to date, there has not existed a biped robot that depends exclusively on reflexive controllers for its dynamically stable walking control. In this paper, we present our design and experiments of a planar biped robot under control of a pure reflexive controller that includes only local extensor and flexor reflexes (no any other reflexes for explicit stability control). The reflexive controller is built with biologically inspired stretch receptors and model neurons. It requires fewer phasic feedbacks than those reflexive controllers of multilegged robots, and does not employ any kind of position or velocity control algorithm even on its low level. Instead, the approximate property of this reflexive controller has allowed our biped robot to substantially exploit its own passive dynamics in some stages of its walking gait cycle. Due to the interaction of the reflexive controller and the properly designed mechanics of the robot, the biped robot works as a closely coupled neuromechanical system, and demonstrates self-stabilizing property in the experiments of slightly perturbed walking, shallow slope walking, and various speed walking. Moreover, our biped robot can walk stably at a relatively high speed (nearly three leg-lengths per second). We know of no other biped robots that could attain such a high relative speed.
一种新型自反网络控制下的自稳定双足行走
生物启发的反射控制器已经在各种行走机器人上实现。然而,由于两足行走本身的不稳定性,迄今为止,还没有一种完全依赖自反控制器来实现动态稳定行走控制的两足机器人。在本文中,我们提出了一个平面双足机器人在纯自反控制器的控制下的设计和实验,该控制器只包括局部伸肌和屈肌反射(没有任何其他反射用于显式稳定性控制)。反射控制器由生物启发的拉伸感受器和模型神经元组成。与多足机器人的自反式控制器相比,它需要更少的相位反馈,并且即使在低级别的位置或速度控制算法中也不使用任何一种算法。相反,这种自反控制器的近似特性使我们的双足机器人能够在其步行步态周期的某些阶段充分利用其自身的被动动力学。由于自反控制器和合理设计的机器人力学结构的相互作用,使双足机器人作为一个紧密耦合的神经力学系统,在微摄动行走、浅坡行走和各种速度行走实验中表现出自稳定的特性。此外,我们的双足机器人可以稳定地以相对较高的速度行走(每秒近三腿长)。据我们所知,没有其他两足机器人能达到如此高的相对速度。
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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