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The Journal of Neurophysiology Vol. 88 No. 2 August 2002, pp. 613-620
Copyright ©2002 by the American Physiological Society
1Injury Prevention and Mobility Laboratory, School of Kinesiology, Simon Fraser University, Burnaby, British Columbia, V5A 1S6 Canada; 2University of Cologne, Faculty of Medicine, D-50924 Cologne, Germany; and 3Biomechanics Laboratory, Department of Orthopedic Surgery, University of California, San Francisco and San Francisco General Hospital, San Francisco, California 94110
Robinovitch, Stephen N.,
Britta Heller,
Andrew Lui, and
Jeffrey Cortez.
Effect of Strength and Speed of Torque Development on Balance
Recovery With the Ankle Strategy. J. Neurophysiol. 88: 613-620, 2002. In the event of an unexpected
disturbance to balance, the ability to recover a stable upright stance
should depend not only on the magnitude of torque that can be generated
by contraction of muscles spanning the lower extremity joints but also
on how quickly these torques can be developed. In the present study, we
used a combination of experimental and mathematical models of balance
recovery by sway (feet in place responses) to test this hypothesis.
Twenty-three young subjects participated in experiments in which they
were supported in an inclined standing position by a horizontal tether
and instructed to recover balance by contracting only their ankle
muscles. The maximum lean angle where they could recover balance
without release of the tether (static recovery limit) averaged
14.9 ± 1.4° (mean ± SD). The maximum initial lean angle where
they could recover balance after the tether was unexpectedly released
and the ankles were initially relaxed (dynamic recovery limit) averaged
5.9 ± 1.1°, or 60 ± 11% smaller than the static recovery
limit. Peak ankle torque did not differ significantly between the two
conditions (and averaged 116 ± 32 Nm), indicating the strong
effect on recovery ability of latencies in the onset and subsequent
rates of torque generation (which averaged 99 ± 13 ms and
372 ± 267 N · m/s, respectively). Additional experiments indicated that dynamic recovery limits increased 11 ± 14% with increases in the baseline ankle torques prior to release (from an
average value of 31 ± 18 to 54 ± 24 N · m). These trends
are in agreement with predictions from a computer simulation based on
an inverted pendulum model, which illustrate the specific combinations of baseline ankle torque, rate of torque generation, and peak ankle
torque that are required to attain target recovery limits.
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