一种耦合弹性驱动的动态双足行走方法

Mingguo Zhao, Botao Wu
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摘要

本研究的目的是寻找一种驱动的平地行走方法,该方法类似于被动动态步行者在斜坡上的动力学。我们建议利用耦合弹性来驱动腿。这样既保持了系统的被动动态特性,又实现了简单的控制算法。在我们的步行模型中,驱动杆安装在每条腿上,并在其末端与线性弹簧连接。通过周期性地前后摆动钢条,弹簧被拉伸以存储步行者每一步的势能。在脚后跟撞击后,储存的能量被输送到整个系统,以补偿脚后跟撞击时损失的能量。通过调整弹簧系数、驱动杆的长度和幅值三个控制参数,使行走器具有稳定的周期行走步态。在不断改变这些参数的同时,步行者的步态也表现出倍周期分岔和混沌。在一定的参数下,步态也可以从混沌状态进化回分岔状态。这种步态进化现象在驱动型步行机器人中从未被报道过,这表明该步行机器人的动力学与被动动态步行机器人有一定的相似之处。我们还展示了这种步行器可以在很宽的速度范围内行走,这对建造实际的机器人有参考价值。
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A dynamic bipedal walking method using coupled elastic actuation
The aim of this research is to find an actuated level ground walking method, which is analogous to the dynamics of a passive dynamic walker on a slope. We propose to take advantage of the coupled elastic to actuate legs. As a result, maintaining the character of passive dynamic and a simple control algorithm are achieved simultaneously. In our walking model, actuated bars are installed on each leg and connected with a linear spring at their ends. By properly swinging the bars forward and backward periodically, the spring is stretched to store potential energy at the walker's each stride. And after the heel strike the stored energy is transported to the whole system to compensate for the energy lost at the heel strike. By tuning three control parameters, namely the spring coefficient, the length and amplitude of the actuated bar, the walker exhibits stable periodical walking gait. While continuously changing these parameters, the gait of the walker also demonstrates period-doubling bifurcation and chaos. In some certain parameters, the gait can also evolves from chaos back to bifurcation. This gait evolution phenomenon has never been reported in the actuated walking robot before, it shows that the walker's dynamics is somewhat analogical to the passive dynamic walker. We also show this walker can walk over a wide range of speed, that have a reference value to build the actual robot.
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