A theory of physiological similarity in muscle-driven motion.
File(s)pnas.2221217120.pdf (3.65 MB)
Published version
Author(s)
Labonte, David
Type
Journal Article
Abstract
Muscle contraction is the primary source of all animal movement. I show that the maximum mechanical output of such contractions is determined by a characteristic dimensionless number, the "effective inertia," Γ, defined by a small set of mechanical, physiological, and anatomical properties of the interrogated musculoskeletal complex. Different musculoskeletal systems with equal Γ may be considered physiologically similar, in the sense that maximum performance involves equal fractions of the muscle's maximum strain rate, strain capacity, work, and power density. It can be demonstrated that there exists a unique, "optimal" musculoskeletal anatomy which enables a unit volume of muscle to deliver maximum work and power simultaneously, corresponding to Γ close to unity. External forces truncate the mechanical performance space accessible to muscle by introducing parasitic losses, and subtly alter how musculoskeletal anatomy modulates muscle performance, challenging canonical notions of skeletal force-velocity trade-offs. Γ varies systematically under isogeometric transformations of musculoskeletal systems, a result which provides fundamental insights into the key determinants of animal locomotor performance across scales.
Date Issued
2023-06-13
Date Acceptance
2023-05-02
Citation
Proceedings of the National Academy of Sciences of USA, 2023, 120 (24), pp.1-11
ISSN
0027-8424
Publisher
National Academy of Sciences
Start Page
1
End Page
11
Journal / Book Title
Proceedings of the National Academy of Sciences of USA
Volume
120
Issue
24
Copyright Statement
Copyright©2023 the Author(s). Published by PNAS.This article is distributed under Creative CommonsAttribution-NonCommercial-NoDerivatives License 4.0(CC BY-NC-ND).
Sponsor
Human Frontier Science Program
Identifier
https://www.ncbi.nlm.nih.gov/pubmed/37285395
Grant Number
RGY0073/2020
Subjects
Animals
Biomechanical Phenomena
Locomotion
Motion
Muscle Contraction
Muscle, Skeletal
dimensional analysis
locomotion
motor
scaling
Publication Status
Published
Coverage Spatial
United States
Date Publish Online
2023-06-07