» Articles » PMID: 12770886

Cycling Cross-bridges Increase Myocardial Stiffness at Submaximal Levels of Ca2+ Activation

Overview
Journal Biophys J
Publisher Cell Press
Specialty Biophysics
Date 2003 May 29
PMID 12770886
Citations 17
Authors
Affiliations
Soon will be listed here.
Abstract

Permeabilized multicellular preparations of canine myocardium were subjected to controlled length changes to investigate the extent to which cross-bridges augment passive stiffness components in myocardium at low levels of Ca(2+) activation. When the preparations were immersed in pCa 9.0 solution (negligible free [Ca(2+)]) they behaved as simple elastic systems (i.e., tension increased proportionately with length). In contrast, when the muscles were stretched in Ca(2+) activating solutions, tension rose much more rapidly during the initial phase of the movement than thereafter. Several lines of evidence suggest that the nonlinear response represents the displacement of populations of cycling cross-bridges that are perturbed by interfilamentary movement and take some time to recover. 1), The stiffness of the initial phase increased proportionately with the level of Ca(2+) activation. 2), The magnitude of the short-range response increased with stretch velocity. 3), The initial response was reversibly reduced by 5-mM 2,3-butanedione monoxime, a known cross-bridge inhibitor. The initial stiffness of the passive elastic (pCa 9.0) response was equivalent to the Ca(2+) dependent component at 2% (pCa approximately 6.2) of the maximal (pCa 4.5) level. These results suggest that cross-bridges may significantly affect diastolic chamber stiffness.

Citing Articles

Stress relaxation rates of myocardium from failing and non-failing hearts.

Gionet-Gonzales M, Gathman G, Rosas J, Kunisaki K, Inocencio D, Hakami N Biomech Model Mechanobiol. 2024; 24(1):265-280.

PMID: 39741200 PMC: 11846740. DOI: 10.1007/s10237-024-01909-4.


Muscle short-range stiffness behaves like a maxwell element, not a spring: Implications for joint stability.

Barrett J, Malakoutian M, Fels S, Brown S, Oxland T PLoS One. 2024; 19(8):e0307977.

PMID: 39141670 PMC: 11324116. DOI: 10.1371/journal.pone.0307977.


Muscle preflex response to perturbations in locomotion: experiments and simulations with realistic boundary conditions.

Araz M, Weidner S, Izzi F, Badri-Sprowitz A, Siebert T, Haeufle D Front Bioeng Biotechnol. 2023; 11:1150170.

PMID: 37214305 PMC: 10194126. DOI: 10.3389/fbioe.2023.1150170.


The Super-Relaxed State and Length Dependent Activation in Porcine Myocardium.

Ma W, Henze M, Anderson R, Gong H, Wong F, Del Rio C Circ Res. 2021; 129(6):617-630.

PMID: 34365814 PMC: 8416939. DOI: 10.1161/CIRCRESAHA.120.318647.


A Dynamic Situation with Uncertainty: Multiscale Modeling of Cardiac Thin-Filament Ca Regulation.

Bryant Chase P Biophys J. 2019; 117(12):2241-2243.

PMID: 31623882 PMC: 6990373. DOI: 10.1016/j.bpj.2019.09.030.


References
1.
Granzier H, Irving T . Passive tension in cardiac muscle: contribution of collagen, titin, microtubules, and intermediate filaments. Biophys J. 1995; 68(3):1027-44. PMC: 1281826. DOI: 10.1016/S0006-3495(95)80278-X. View

2.
Stuyvers B, Miura M, Ter Keurs H . Dynamics of viscoelastic properties of rat cardiac sarcomeres during the diastolic interval: involvement of Ca2+. J Physiol. 1997; 502 ( Pt 3):661-77. PMC: 1159536. DOI: 10.1111/j.1469-7793.1997.661bj.x. View

3.
Campbell K, Lakie M . A cross-bridge mechanism can explain the thixotropic short-range elastic component of relaxed frog skeletal muscle. J Physiol. 1998; 510 ( Pt 3):941-62. PMC: 2231083. DOI: 10.1111/j.1469-7793.1998.941bj.x. View

4.
Stuyvers B, Miura M, Jin J, Ter Keurs H . Ca(2+)-dependence of diastolic properties of cardiac sarcomeres: involvement of titin. Prog Biophys Mol Biol. 1998; 69(2-3):425-43. DOI: 10.1016/s0079-6107(98)00018-2. View

5.
Cazorla O, Freiburg A, Helmes M, Centner T, McNabb M, Wu Y . Differential expression of cardiac titin isoforms and modulation of cellular stiffness. Circ Res. 2000; 86(1):59-67. DOI: 10.1161/01.res.86.1.59. View