Moving past point-contacts: Extending the ALIP model to humanoids with non-trivial feet using hierarchical, full-body momentum control
Victor C. Paredes, Daniel A. Hagen, Samuel W. Chesebrough, Riley, Swann, Denis Garagic, Ayonga Hereid

TL;DR
This paper extends the ALIP model to complex-footed humanoids by integrating a hierarchical, full-body momentum control, enabling stable locomotion despite non-trivial inertia and contact conditions.
Contribution
It introduces a novel ALIP-based planning approach combined with whole-body momentum control for robots with complex feet and non-negligible centroidal momentum.
Findings
Successful simulation on Sarcos Guardian XO robot
Effective regulation of centroidal momentum during locomotion
Stable bipedal walking with non-trivial foot geometry
Abstract
The Angular-Momentum Linear Inverted Pendulum (ALIP) model is a promising motion planner for bipedal robots. However, it relies on two assumptions: (1) the robot has point-contact feet or passive ankles, and (2) the angular momentum around the center of mass, known as centroidal angular momentum, is negligible. This paper addresses the question of whether the ALIP paradigm can be applied to more general bipedal systems with complex foot geometry (e.g., flat feet) and nontrivial torso/limb inertia and mass distribution (e.g., non-centralized arms). In such systems, the dynamics introduce non-negligible centroidal momentum and contact wrenches at the feet, rendering the assumptions of the ALIP model invalid. This paper presents the ALIP planner for general bipedal robots with non-point-contact feet through the use of a task-space whole-body controller that regulates centroidal momentum,…
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Taxonomy
TopicsRobotic Locomotion and Control · Muscle activation and electromyography studies · Winter Sports Injuries and Performance
