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arXiv 2307.02448cs.ROcs.SYeess.SY

使用角动量线性倒立摆模型与模型预测控制进行爬楼梯

Stair Climbing using the Angular Momentum Linear Inverted Pendulum Model and Model Predictive Control

Oluwami Dosunmu-Ogunbi, Aayushi Shrivastava, Grant Gibson, Jessy W Grizzle

AI总结:

针对上下楼梯时质心高度变化和落脚受限问题,提出可变虚拟摆长的 ALIP 变体,并结合虚拟约束控制与 MPC,实现 Cassie 双足机器人的周期性爬楼步态。

摘要:

一种在线性倒立摆模型中将角动量和落脚点作为状态变量的新型控制范式,拓展了双足机器人控制的可能性范围。这一新范式称为 ALIP 模型,已在机器人质心高度可假定为恒定或接近恒定,以及落脚点不存在非运动学限制的情形中表现出有效性。上下楼梯会同时违反这两个假设:在一个步幅内质心高度显著变化,而楼梯的几何结构限制了落脚点调整的有效性。本文研究了 ALIP 模型的一种变体,使由机器人支撑脚与质心构成的虚拟倒立摆长度能够在一个步幅内遵循平滑轨迹。我们将该模型与一种控制策略相结合,该策略由基于虚拟约束的控制和模型预测控制算法的新颖组合构建,用于稳定一种并非仅依赖落脚点的爬楼梯步态。在 SimMechanics 仿真环境中对具有 20 个自由度的 Cassie 双足机器人模型进行的仿真表明,该控制器能够实现周期性步态。

英文摘要:

A new control paradigm using angular momentum and foot placement as state variables in the linear inverted pendulum model has expanded the realm of possibilities for the control of bipedal robots. This new paradigm, known as the ALIP model, has shown effectiveness in cases where a robot's center of mass height can be assumed to be constant or near constant as well as in cases where there are no non-kinematic restrictions on foot placement. Walking up and down stairs violates both of these assumptions, where center of mass height varies significantly within a step and the geometry of the stairs restrict the effectiveness of foot placement. In this paper, we explore a variation of the ALIP model that allows the length of the virtual pendulum formed by the robot's stance foot and center of mass to follow smooth trajectories during a step. We couple this model with a control strategy constructed from a novel combination of virtual constraint-based control and a model predictive control algorithm to stabilize a stair climbing gait that does not soley rely on foot placement. Simulations on a 20-degree of freedom model of the Cassie biped in the SimMechanics simulation environment show that the controller is able to achieve periodic gait.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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