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Dingwell, J. B.

Publications and source records attributed to Dingwell, J. B..

2 recordsLinked to original sources

Viability, task switching, and fall avoidance of the simplest dynamic walker

Humans display great versatility when performing goal-directed tasks while walking. However, the extent to which such versatility helps with fall avoidance remains unclear. We recently demonstrated a functional connection between the motor regulation needed to achieve task goals (e.g. maintaining walking speed) and a simple walkers ability to reject large disturbances. Here, for the same model, we identify the viability kernel--the state space region in which the walker can step forever via at least one sequence of push-off inputs per state. We further find that only a few basins of attraction of the speed-regulated walkers steady-state gaits can fully cover the viability kernel. This highlights a potentially important role of task-level motor regulation in fall avoidance. Therefore, we posit an adaptive hierarchical control/regulation strategy that switches between different task-level regulators to avoid falls. Our hierarchical task switching controller only requires a target value of the regulated observable--a task switch--at each walking step, each chosen from a small, predetermined collection. Because humans have typically already learned to perform such tasks during nominal walking conditions, this suggests that the information cost of biologically implementing such controllers for the nervous system, including cognitive demands in humans, could be relatively low.

bioengineering↗

Rethinking Margin of Stability: Incorporating Step-To-Step Regulation to Resolve the Paradox

Derived from inverted pendulum dynamics, mediolateral Margin of Stability (MoSML) is a mechanically-grounded measure of instantaneous stability. However, average MoSML measures yield paradoxical results. Gait pathologies or perturbations often induce larger (supposedly "more stable") average MoSML, despite clearly destabilizing factors. However, people do not walk "on average" - they walk (and sometimes lose balance) one step at a time. We assert the paradox arises because averaging discards step-to-step dynamics. We present a framework unifying the inverted pendulum with Goal-Equivalent Manifold (GEM) analyses. We identify in the pendulums center-of-mass dynamics constant-MoSML manifolds, including one candidate "stability GEM" signifying the goal to maintain some constant [Formula]. We used this framework to assess step-to-step MoSML dynamics of humans walking in destabilizing environments. While goal-relevant deviations were readily corrected, humans did not exploit equifinality by allowing deviations to persist along this GEM. Thus, maintaining a constant [Formula] is inconsistent with observed step-to-step fluctuations in center-of-mass states. Conversely, the extent to which participants regulated fluctuations in foot placements strongly predicted regulation of center-of-mass fluctuations. Thus, center-of-mass dynamics may arise indirectly as a consequence of regulating mediolateral foot placements. To resolve the paradox caused by averaging MoSML, we present a new statistic, Probability of Instability (PoIL), to predict instability likelihood. Participants exhibited increased PoIL when destabilized (p = 9.45x10-34), despite exhibiting larger ("more stable") average MoSML (p = 1.70x10-15). Thus, PoIL correctly captured peoples increased risk of losing lateral balance, whereas average MoSML did not. PoIL also explains why peoples average MoSML increased in destabilizing contexts.

bioengineering↗