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Oscillatory work and the step that generates force in single myofibrils from rabbit psoas
by
Iorga, Bogdan
, Kawai, Masataka
in
Adenosine
/ Cardiac muscle
/ Chemistry
/ Electrons
/ Equilibrium
/ Muscle contraction
/ Myofibrils
/ Physiology
/ Skeletal muscle
2024
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Oscillatory work and the step that generates force in single myofibrils from rabbit psoas
by
Iorga, Bogdan
, Kawai, Masataka
in
Adenosine
/ Cardiac muscle
/ Chemistry
/ Electrons
/ Equilibrium
/ Muscle contraction
/ Myofibrils
/ Physiology
/ Skeletal muscle
2024
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Oscillatory work and the step that generates force in single myofibrils from rabbit psoas
Journal Article
Oscillatory work and the step that generates force in single myofibrils from rabbit psoas
2024
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Overview
The elementary molecular step that generates force by cross-bridges (CBs) in active muscles has been under intense investigation in the field of muscle biophysics. It is known that an increase in the phosphate (Pi) concentration diminishes isometric force in active fibers, indicating a tight coupling between the force generation step and the Pi release step. The question asked here is whether the force generation occurs before Pi release or after release. We investigated the effect of Pi on oscillatory work production in single myofibrils and found that Pi-attached state(s) to CBs is essential for its production. Oscillatory work is the mechanism that allows an insect to fly by beating its wings, and it also has been observed in skeletal and cardiac muscle fibers, implying that it is an essential feature of all striated muscle types. With our studies, oscillatory work disappears in the absence of Pi in experiments using myofibrils. This suggests that force is generated during a transition between steps of oscillatory work production, and that the states involved in force production must have Pi attached. With sinusoidal analysis, we obtained the kinetic constants around the Pi release steps, established a CB scheme, and evaluated force generated (and supported) by each CB state. Our results demonstrate that force is generated before Pi is released, and the same force is maintained after Pi is released. Stretch activation and/or delayed tension can also be explained with this CB scheme and forms the basis of force generation and oscillatory work production.
Publisher
Springer Nature B.V
Subject
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