论文标题

人形机器人运动的预测全身控制

Predictive Whole-Body Control of Humanoid Robot Locomotion

论文作者

Dafarra, Stefano

论文摘要

人形机器人是具有拟人化形状的机器。尽管对该主题进行了数十年的研究,但从算法的角度解决机器人运动问题仍然是一项挑战。例如,这些机器在不利用与环境的接触的情况下无法实现恒定的向前运动。接触产生的反应力受到强烈的局限性,使控制定律的设计变得复杂。结果,人形动作的产生需要充分利用与环境接触的机器人的数学模型或诉诸于其近似值。 本文研究了解决类人机器人运动任务的预测和最佳控制技术。他们从系统模型和目标产生控制输入值,通常以成本函数的速度转移以最小化。特别是,本文解决了复杂性渐强的人形机器人运动问题的几个方面。首先,我们考虑单步推回恢复问题。也就是说,我们旨在在强烈的外部干扰之后以一步维持直立的姿势。其次,我们产生并稳定步行动作。此外,我们采用预测技术来执行更多的动态运动,例如大型升级。 上述应用程序利用不同的简化或假设来促进相应的运动任务的障碍。此外,他们首先考虑脚部位置,并且仅此后如何保持平衡。我们试图删除所有这些简化。 [持续]

Humanoid robots are machines built with an anthropomorphic shape. Despite decades of research into the subject, it is still challenging to tackle the robot locomotion problem from an algorithmic point of view. For example, these machines cannot achieve a constant forward body movement without exploiting contacts with the environment. The reactive forces resulting from the contacts are subject to strong limitations, complicating the design of control laws. As a consequence, the generation of humanoid motions requires to exploit fully the mathematical model of the robot in contact with the environment or to resort to approximations of it. This thesis investigates predictive and optimal control techniques for tackling humanoid robot motion tasks. They generate control input values from the system model and objectives, often transposed as cost function to minimize. In particular, this thesis tackles several aspects of the humanoid robot locomotion problem in a crescendo of complexity. First, we consider the single step push recovery problem. Namely, we aim at maintaining the upright posture with a single step after a strong external disturbance. Second, we generate and stabilize walking motions. In addition, we adopt predictive techniques to perform more dynamic motions, like large step-ups. The above-mentioned applications make use of different simplifications or assumptions to facilitate the tractability of the corresponding motion tasks. Moreover, they consider first the foot placements and only afterward how to maintain balance. We attempt to remove all these simplifications. [continued]

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