TDE2-MBRL: Energy-exchange Dynamics Learning with Task Decomposition for Spring-loaded Bipedal Robot Locomotion

Cheng-Yu Kuo, Hirofumi Shin, Takumi Kamioka, Takamitsu Matsubara
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引用次数: 2

Abstract

Spring-loaded Inverted Pendulum (SLIP) inspired bipedal robots (SLIP-biped) have high agility owing to their fault tolerance under impacts. Controlling a SLIP-biped requires capturing its dynamics; however, its high complexity makes analytic method implementation challenging. Thus, a Model-based Reinforcement Learning (MBRL) that learns a dynamics model and utilizes it for control design appears to be a reasonable alternative. Nevertheless, modeling high complexity dynamics with conventional MBRL approaches requires enormous samples or a high computation load. Therefore, exploring a simplified and compact dynamics model for SLIP-biped would be a key to increasing the feasibility of MBRL implementation and real-time control. We propose a Task-Decomposed Energy-exchange dynamics learning with MBRL (TDE2-MBRL) to capture simplified SLIP-biped dynamics and utilize them for control. Specifically, under the law of energy conservation, we model the energy exchange to reduce dynamics' dimensionality. Next, we decompose the SLIP-biped dynamics into locomotion task phases to cope with dynamics dissimilarity. The effectiveness is demonstrated by hopping skill acquisition with a precise simulated SLIP-biped replica of a real SLIP-biped. The experiment results show that TDE2-MBRL improves learning efficiency and control frequency while having comparable model accuracy to the standard MBRL.
基于任务分解的弹簧双足机器人运动能量交换动力学学习
弹簧加载式倒立摆(SLIP-biped)仿生双足机器人由于具有良好的碰撞容错性而具有较高的敏捷性。控制slip -双足机器人需要捕捉其动态;然而,它的高复杂性给分析方法的实现带来了挑战。因此,基于模型的强化学习(MBRL)学习动态模型并将其用于控制设计似乎是一个合理的选择。然而,使用传统的MBRL方法建模高复杂性动力学需要大量的样本或高计算负荷。因此,探索一种简化、紧凑的滑移双足动力学模型将是提高MBRL实施可行性和实时控制的关键。我们提出了一种基于MBRL的任务分解能量交换动态学习(TDE2-MBRL)来捕获简化的滑移双足动力学并利用它们进行控制。具体来说,在能量守恒定律下,我们建立了能量交换的模型,以降低动力学的维数。其次,我们将滑移双足动力学分解为运动任务阶段,以处理动力学不相似性。通过精确模拟仿真的滑移双足动物的跳跃技能获取,验证了该方法的有效性。实验结果表明,TDE2-MBRL提高了学习效率和控制频率,同时具有与标准MBRL相当的模型精度。
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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