2010
DOI: 10.1152/ajpheart.00219.2010
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A mathematical model of the murine ventricular myocyte: a data-driven biophysically based approach applied to mice overexpressing the canine NCX isoform

Abstract: Li L, Niederer SA, Idigo W, Zhang YH, Swietach P, Casadei B, Smith NP. A mathematical model of the murine ventricular myocyte: a data-driven biophysically based approach applied to mice overexpressing the canine NCX isoform. Am J Physiol Heart Circ Physiol 299: H1045-H1063, 2010. First published July 23, 2010; doi:10.1152/ajpheart.00219.2010.-Mathematical modeling of Ca 2ϩ dynamics in the heart has the potential to provide an integrated understanding of Ca 2ϩ -handling mechanisms. However, many previous publis… Show more

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Cited by 51 publications
(65 citation statements)
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“…To provide a specific set of examples of particular relevance to this study, in models of cardiac myocyte electrophysiology and contraction, the majority of integrated data have been recorded from small mammals, namely mouse, rat, guinea pig and rabbit. The increase in both quality and quantity of this experimental data is now supporting a transition from more generic mammalian-based models (Luo & Rudy, 1994) to increasingly species-specific models parameterised mainly from data collected from a given species under consistent conditions (Smith et al 2007;Niederer et al 2009;Li et al 2010). However, in the majority of cases this transition remains incomplete due to reuse of model components because of lack of experimental data, slowing the transition to species-specific understandings.…”
Section: Introductionmentioning
confidence: 97%
“…To provide a specific set of examples of particular relevance to this study, in models of cardiac myocyte electrophysiology and contraction, the majority of integrated data have been recorded from small mammals, namely mouse, rat, guinea pig and rabbit. The increase in both quality and quantity of this experimental data is now supporting a transition from more generic mammalian-based models (Luo & Rudy, 1994) to increasingly species-specific models parameterised mainly from data collected from a given species under consistent conditions (Smith et al 2007;Niederer et al 2009;Li et al 2010). However, in the majority of cases this transition remains incomplete due to reuse of model components because of lack of experimental data, slowing the transition to species-specific understandings.…”
Section: Introductionmentioning
confidence: 97%
“…[37][38][39][40][41][42][43][44][45][46][47][48] As illustrated in Figures 10.1 and 10.2, current single-cell cardiac electrophysiology models include detailed representation of the most important ionic transport mechanisms such as sodium and calcium and potassium ion channels, the sodium/calcium exchanger and the sodium/ potassium pump, and also the biophysical processes underlying calcium dynamics across intracellular compartments of the sarcoplasmic reticulum. In some cases signalling pathways such as those underlying beta-adrenoceptor stimulation and the CaMKII cascade are also incorporated.…”
Section: Single Cardiomyocyte Modelsmentioning
confidence: 99%
“…Perhaps the most complicated term in cardiac electrophysiology models is the nonlinear term representing the cellular dynamics accounting for transmembrane and subcellular currents [see, for example, the following studies (21,26,30,39,40,54,55,58,67,70,92)]. From the electrophysiological point of view, the cellular membrane acts as an electrical isolator, which hosts proteins of transmembrane ionic transport, functioning as ion channels, exchangers, and pumps.…”
Section: Multiscale Models and Simulations In Cardiac Electrophysiologymentioning
confidence: 99%
“…Whereas the mathematical framework described above is generic for cardiac tissue, the models are aimed at being specific, for example, of a particular animal species or spatial location within the heart (for example, dog vs. rabbit, atria vs. ventricles). Data obtained from wet-laboratory experiments are the means whereby the generic and abstract mathematical equations are related to specific and particular cardiac physiological features and processes (1,26,30,34,39,40,70,54,55,58,79). Parameter values in the models are obtained directly from experimental measurements (when possible) or indirectly by minimizing the difference between simulated and mean experimental behavior using similar conditions in both cases.…”
Section: Multiscale Models and Simulations In Cardiac Electrophysiologymentioning
confidence: 99%
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