Mathematical modeling of skeletal muscle under non-isometric FES

R. Perumal; A. S. Wexler; J. Ding; S. A. Binder-Macleod

Mathematical modeling of skeletal muscle under non-isometric FES

R. Perumal, A. S. Wexler, J. Ding, S. A. Binder-Macleod

Research output: Chapter in Book/Report/Conference proceeding › Conference contribution

Abstract

This study outlines the development of a mathematical model for predicting muscle force and motion in response to functional electrical stimulation. The mathematical model was developed by decomposing the muscle's contractile response into two distinct physiological steps: activation dynamics and the force dynamics, with the force dynamics being derived from the Hill-type model. By considering the activation dynamics, force-length and force-velocity relationships, and the influence of external loads, the model will predict the forces and movements due to external electrical stimulation of the muscle during non-isometric conditions.

Original language	English (US)
Title of host publication	Bioengineering, Proceedings of the Northeast Conference
Editors	K Moxon, D E Sherif, S Kanakasabai
Pages	29-30
Number of pages	2
State	Published - 2002
Externally published	Yes
Event	IEEE 28th Annual Northeast Bioengineering Conference - Philadelphia, PA, United States Duration: Apr 20 2002 → Apr 21 2002

Other

Other	IEEE 28th Annual Northeast Bioengineering Conference
Country	United States
City	Philadelphia, PA
Period	4/20/02 → 4/21/02

Keywords

Functional electrical stimulation
Hill-type model

ASJC Scopus subject areas

Chemical Engineering(all)

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Cite this

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title = "Mathematical modeling of skeletal muscle under non-isometric FES",

abstract = "This study outlines the development of a mathematical model for predicting muscle force and motion in response to functional electrical stimulation. The mathematical model was developed by decomposing the muscle's contractile response into two distinct physiological steps: activation dynamics and the force dynamics, with the force dynamics being derived from the Hill-type model. By considering the activation dynamics, force-length and force-velocity relationships, and the influence of external loads, the model will predict the forces and movements due to external electrical stimulation of the muscle during non-isometric conditions.",

keywords = "Functional electrical stimulation, Hill-type model",

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year = "2002",

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editor = "K Moxon and Sherif, {D E} and S Kanakasabai",

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AU - Wexler, A. S.

AU - Ding, J.

AU - Binder-Macleod, S. A.

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Y1 - 2002

N2 - This study outlines the development of a mathematical model for predicting muscle force and motion in response to functional electrical stimulation. The mathematical model was developed by decomposing the muscle's contractile response into two distinct physiological steps: activation dynamics and the force dynamics, with the force dynamics being derived from the Hill-type model. By considering the activation dynamics, force-length and force-velocity relationships, and the influence of external loads, the model will predict the forces and movements due to external electrical stimulation of the muscle during non-isometric conditions.

AB - This study outlines the development of a mathematical model for predicting muscle force and motion in response to functional electrical stimulation. The mathematical model was developed by decomposing the muscle's contractile response into two distinct physiological steps: activation dynamics and the force dynamics, with the force dynamics being derived from the Hill-type model. By considering the activation dynamics, force-length and force-velocity relationships, and the influence of external loads, the model will predict the forces and movements due to external electrical stimulation of the muscle during non-isometric conditions.

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KW - Hill-type model

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BT - Bioengineering, Proceedings of the Northeast Conference

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A2 - Sherif, D E

A2 - Kanakasabai, S

T2 - IEEE 28th Annual Northeast Bioengineering Conference

Y2 - 20 April 2002 through 21 April 2002

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