Literature DB >> 22843430

Neural oscillators triggered by loading and hip orientation can generate activation patterns at the ankle during walking in humans.

Sook-Yee Chong1, Heiko Wagner, Arne Wulf.   

Abstract

Spinal pattern generators (SPGs), which are neural networks without a central input from the brain may be responsible for controlling locomotion. In this study, we used neural oscillators to examine the rhythmic patterns generated at the ankle during walking. Seven healthy male subjects were requested to walk at their normal self-selected speed on a treadmill. Force measurements acquired from pressure insoles, electromyography and kinematic data were captured simultaneously. The SPG model consisted of a simple oscillator made up of two neurons; one neuron will activate an ankle extensor and the other will activate an ankle flexor. The outputs of the oscillator represented the muscle activation of each muscle. A nonlinear least squares algorithm was used to determine a set of parameters that would optimise the differences between model output and experimental data. Insole forces and hip angles of six consecutive strides were used as inputs to the model, which generated outputs that closely fitted experimental data. Our results showed that it is possible to reproduce muscle activations using neural oscillators. A close correlation between simulated and measured muscle activations indicated that spinal control should not be underestimated in models of human locomotion.

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Year:  2012        PMID: 22843430     DOI: 10.1007/s11517-012-0944-2

Source DB:  PubMed          Journal:  Med Biol Eng Comput        ISSN: 0140-0118            Impact factor:   2.602


  30 in total

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Journal:  Gait Posture       Date:  1998-03-01       Impact factor: 2.840

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  1 in total

1.  Application of neural oscillators to study the effects of walking speed on rhythmic activations at the ankle.

Authors:  Sook-Yee Chong; Heiko Wagner; Arne Wulf
Journal:  Theor Biol Med Model       Date:  2013-02-13       Impact factor: 2.432

  1 in total

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