Cargando…

A Computational Model of the Ionic Currents, Ca(2+) Dynamics and Action Potentials Underlying Contraction of Isolated Uterine Smooth Muscle

Uterine contractions during labor are discretely regulated by rhythmic action potentials (AP) of varying duration and form that serve to determine calcium-dependent force production. We have employed a computational biology approach to develop a fuller understanding of the complexity of excitation-c...

Descripción completa

Detalles Bibliográficos
Autores principales: Tong, Wing-Chiu, Choi, Cecilia Y., Karche, Sanjay, Holden, Arun V., Zhang, Henggui, Taggart, Michael J.
Formato: Texto
Lenguaje:English
Publicado: Public Library of Science 2011
Materias:
Acceso en línea:https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3084699/
https://www.ncbi.nlm.nih.gov/pubmed/21559514
http://dx.doi.org/10.1371/journal.pone.0018685
_version_ 1782202533311152128
author Tong, Wing-Chiu
Choi, Cecilia Y.
Karche, Sanjay
Holden, Arun V.
Zhang, Henggui
Taggart, Michael J.
author_facet Tong, Wing-Chiu
Choi, Cecilia Y.
Karche, Sanjay
Holden, Arun V.
Zhang, Henggui
Taggart, Michael J.
author_sort Tong, Wing-Chiu
collection PubMed
description Uterine contractions during labor are discretely regulated by rhythmic action potentials (AP) of varying duration and form that serve to determine calcium-dependent force production. We have employed a computational biology approach to develop a fuller understanding of the complexity of excitation-contraction (E-C) coupling of uterine smooth muscle cells (USMC). Our overall aim is to establish a mathematical platform of sufficient biophysical detail to quantitatively describe known uterine E-C coupling parameters and thereby inform future empirical investigations of physiological and pathophysiological mechanisms governing normal and dysfunctional labors. From published and unpublished data we construct mathematical models for fourteen ionic currents of USMCs: [Image: see text] currents (L- and T-type), [Image: see text] current, an hyperpolarization-activated current, three voltage-gated [Image: see text] currents, two [Image: see text]-activated [Image: see text] current, [Image: see text]-activated [Image: see text] current, non-specific cation current, [Image: see text]-[Image: see text] exchanger, [Image: see text]-[Image: see text] pump and background current. The magnitudes and kinetics of each current system in a spindle shaped single cell with a specified surface area∶volume ratio is described by differential equations, in terms of maximal conductances, electrochemical gradient, voltage-dependent activation/inactivation gating variables and temporal changes in intracellular [Image: see text] computed from known [Image: see text] fluxes. These quantifications are validated by the reconstruction of the individual experimental ionic currents obtained under voltage-clamp. Phasic contraction is modeled in relation to the time constant of changing [Image: see text]. This integrated model is validated by its reconstruction of the different USMC AP configurations (spikes, plateau and bursts of spikes), the change from bursting to plateau type AP produced by estradiol and of simultaneous experimental recordings of spontaneous AP, [Image: see text] and phasic force. In summary, our advanced mathematical model provides a powerful tool to investigate the physiological ionic mechanisms underlying the genesis of uterine electrical E-C coupling of labor and parturition. This will furnish the evolution of descriptive and predictive quantitative models of myometrial electrogenesis at the whole cell and tissue levels.
format Text
id pubmed-3084699
institution National Center for Biotechnology Information
language English
publishDate 2011
publisher Public Library of Science
record_format MEDLINE/PubMed
spelling pubmed-30846992011-05-10 A Computational Model of the Ionic Currents, Ca(2+) Dynamics and Action Potentials Underlying Contraction of Isolated Uterine Smooth Muscle Tong, Wing-Chiu Choi, Cecilia Y. Karche, Sanjay Holden, Arun V. Zhang, Henggui Taggart, Michael J. PLoS One Research Article Uterine contractions during labor are discretely regulated by rhythmic action potentials (AP) of varying duration and form that serve to determine calcium-dependent force production. We have employed a computational biology approach to develop a fuller understanding of the complexity of excitation-contraction (E-C) coupling of uterine smooth muscle cells (USMC). Our overall aim is to establish a mathematical platform of sufficient biophysical detail to quantitatively describe known uterine E-C coupling parameters and thereby inform future empirical investigations of physiological and pathophysiological mechanisms governing normal and dysfunctional labors. From published and unpublished data we construct mathematical models for fourteen ionic currents of USMCs: [Image: see text] currents (L- and T-type), [Image: see text] current, an hyperpolarization-activated current, three voltage-gated [Image: see text] currents, two [Image: see text]-activated [Image: see text] current, [Image: see text]-activated [Image: see text] current, non-specific cation current, [Image: see text]-[Image: see text] exchanger, [Image: see text]-[Image: see text] pump and background current. The magnitudes and kinetics of each current system in a spindle shaped single cell with a specified surface area∶volume ratio is described by differential equations, in terms of maximal conductances, electrochemical gradient, voltage-dependent activation/inactivation gating variables and temporal changes in intracellular [Image: see text] computed from known [Image: see text] fluxes. These quantifications are validated by the reconstruction of the individual experimental ionic currents obtained under voltage-clamp. Phasic contraction is modeled in relation to the time constant of changing [Image: see text]. This integrated model is validated by its reconstruction of the different USMC AP configurations (spikes, plateau and bursts of spikes), the change from bursting to plateau type AP produced by estradiol and of simultaneous experimental recordings of spontaneous AP, [Image: see text] and phasic force. In summary, our advanced mathematical model provides a powerful tool to investigate the physiological ionic mechanisms underlying the genesis of uterine electrical E-C coupling of labor and parturition. This will furnish the evolution of descriptive and predictive quantitative models of myometrial electrogenesis at the whole cell and tissue levels. Public Library of Science 2011-04-29 /pmc/articles/PMC3084699/ /pubmed/21559514 http://dx.doi.org/10.1371/journal.pone.0018685 Text en Tong et al. http://creativecommons.org/licenses/by/4.0/ This is an open-access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original author and source are properly credited.
spellingShingle Research Article
Tong, Wing-Chiu
Choi, Cecilia Y.
Karche, Sanjay
Holden, Arun V.
Zhang, Henggui
Taggart, Michael J.
A Computational Model of the Ionic Currents, Ca(2+) Dynamics and Action Potentials Underlying Contraction of Isolated Uterine Smooth Muscle
title A Computational Model of the Ionic Currents, Ca(2+) Dynamics and Action Potentials Underlying Contraction of Isolated Uterine Smooth Muscle
title_full A Computational Model of the Ionic Currents, Ca(2+) Dynamics and Action Potentials Underlying Contraction of Isolated Uterine Smooth Muscle
title_fullStr A Computational Model of the Ionic Currents, Ca(2+) Dynamics and Action Potentials Underlying Contraction of Isolated Uterine Smooth Muscle
title_full_unstemmed A Computational Model of the Ionic Currents, Ca(2+) Dynamics and Action Potentials Underlying Contraction of Isolated Uterine Smooth Muscle
title_short A Computational Model of the Ionic Currents, Ca(2+) Dynamics and Action Potentials Underlying Contraction of Isolated Uterine Smooth Muscle
title_sort computational model of the ionic currents, ca(2+) dynamics and action potentials underlying contraction of isolated uterine smooth muscle
topic Research Article
url https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3084699/
https://www.ncbi.nlm.nih.gov/pubmed/21559514
http://dx.doi.org/10.1371/journal.pone.0018685
work_keys_str_mv AT tongwingchiu acomputationalmodeloftheioniccurrentsca2dynamicsandactionpotentialsunderlyingcontractionofisolateduterinesmoothmuscle
AT choiceciliay acomputationalmodeloftheioniccurrentsca2dynamicsandactionpotentialsunderlyingcontractionofisolateduterinesmoothmuscle
AT karchesanjay acomputationalmodeloftheioniccurrentsca2dynamicsandactionpotentialsunderlyingcontractionofisolateduterinesmoothmuscle
AT holdenarunv acomputationalmodeloftheioniccurrentsca2dynamicsandactionpotentialsunderlyingcontractionofisolateduterinesmoothmuscle
AT zhanghenggui acomputationalmodeloftheioniccurrentsca2dynamicsandactionpotentialsunderlyingcontractionofisolateduterinesmoothmuscle
AT taggartmichaelj acomputationalmodeloftheioniccurrentsca2dynamicsandactionpotentialsunderlyingcontractionofisolateduterinesmoothmuscle
AT tongwingchiu computationalmodeloftheioniccurrentsca2dynamicsandactionpotentialsunderlyingcontractionofisolateduterinesmoothmuscle
AT choiceciliay computationalmodeloftheioniccurrentsca2dynamicsandactionpotentialsunderlyingcontractionofisolateduterinesmoothmuscle
AT karchesanjay computationalmodeloftheioniccurrentsca2dynamicsandactionpotentialsunderlyingcontractionofisolateduterinesmoothmuscle
AT holdenarunv computationalmodeloftheioniccurrentsca2dynamicsandactionpotentialsunderlyingcontractionofisolateduterinesmoothmuscle
AT zhanghenggui computationalmodeloftheioniccurrentsca2dynamicsandactionpotentialsunderlyingcontractionofisolateduterinesmoothmuscle
AT taggartmichaelj computationalmodeloftheioniccurrentsca2dynamicsandactionpotentialsunderlyingcontractionofisolateduterinesmoothmuscle