A model of task-level human stepping regulation yields semistable walking.

J R Soc Interface

Department of Engineering Science & Mechanics, Pennsylvania State University, University Park, PA 16802, USA.

Published: October 2024

AI Article Synopsis

  • A simple robotic walker was used to study how adjusting certain movements affects side-to-side stepping.
  • The walker aims to place its feet in the best positions while walking, balancing two goals: the width of its steps and where its body is positioned.
  • By changing the way it moves based on different goals, the walker can return to its regular walking patterns even after any changes to its walking style.

Article Abstract

A simple lateral dynamic walker, with swing leg dynamics and three adjustable input parameters, is used to study how motor regulation affects frontal-plane stepping. Motivated by experimental observations and phenomenological models, we imposed task-level multi-objective regulation targeting the walker's optimal lateral foot placement at each step. The regulator prioritizes achieving step width and lateral body position goals to varying degrees by choosing a mixture parameter. Our model thus integrates a lateral , which captures the fundamental mechanics of frontal-plane walking, with a lateral , an empirically verified model of how humans manipulate lateral foot placements in a goal-directed manner. The model captures experimentally observed stepping fluctuation statistics and demonstrates how linear empirical models of stepping dynamics can emerge from first-principles nonlinear mechanics. We find that task-level regulation gives rise to a goal-equivalent manifold in the system's extended state space of mechanical states and inputs, a subset of which contains a continuum of period-1 gaits forming a set: perturbations off of any of its gaits result in transients that return to the set, though typically to different gaits.

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Source
http://www.ncbi.nlm.nih.gov/pmc/articles/PMC11461082PMC
http://dx.doi.org/10.1098/rsif.2024.0151DOI Listing

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