Exact solution of a mathematical model for human muscular motion

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Date
2024-09-29
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Publisher
Elsevier
Abstract
An ordinary differential equation (ODE) which models human muscular movement is considered. A functional form of the model parameter is specified through the Lie symmetry approach, yielding a different expression from the one derived in the previous study (Kosugi et al., 2019). The Lie point symmetries corresponding to the model parameter are employed for derivation of exact solution.
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Keywords
Exact solution, Mathematical model, Muscular motion, Finger movement, Lie symmetry
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