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Dynamical analysis of the calcium signaling pathway in cardiac myocytes based on logarithmic sensitivity analysis.基于对数敏感性分析的心肌细胞钙信号通路动力学分析
Biotechnol J. 2008 May;3(5):639-47. doi: 10.1002/biot.200700247.
2
Neuronal firing sensitivity to morphologic and active membrane parameters.神经元对形态学和活性膜参数的放电敏感性。
PLoS Comput Biol. 2008 Jan;4(1):e11. doi: 10.1371/journal.pcbi.0040011. Epub 2007 Dec 13.
3
Ionic mechanisms underlying the positive chronotropy induced by beta1-adrenergic stimulation in guinea pig sinoatrial node cells: a simulation study.豚鼠窦房结细胞中β1-肾上腺素能刺激诱导正性变时性的离子机制:一项模拟研究
J Physiol Sci. 2008 Feb;58(1):53-65. doi: 10.2170/physiolsci.RP015207. Epub 2008 Jan 19.
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Ionic mechanisms of cardiac cell swelling induced by blocking Na+/K+ pump as revealed by experiments and simulation.实验与模拟揭示的因阻断钠钾泵所致心肌细胞肿胀的离子机制
J Gen Physiol. 2006 Nov;128(5):495-507. doi: 10.1085/jgp.200609646.
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Dynamical mechanisms of pacemaker generation in IK1-downregulated human ventricular myocytes: insights from bifurcation analyses of a mathematical model.IK1下调的人心室肌细胞中起搏器产生的动力学机制:来自数学模型分岔分析的见解
Biophys J. 2005 Oct;89(4):2865-87. doi: 10.1529/biophysj.105.060830. Epub 2005 Jul 22.
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Roles of L-type Ca2+ and delayed-rectifier K+ currents in sinoatrial node pacemaking: insights from stability and bifurcation analyses of a mathematical model.L型Ca2+电流和延迟整流K+电流在窦房结起搏中的作用:来自数学模型稳定性和分岔分析的见解
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7
Role of individual ionic current systems in the SA node hypothesized by a model study.
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8
Mathematical models of action potentials in the periphery and center of the rabbit sinoatrial node.兔窦房结外周和中心动作电位的数学模型。
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9
Modeling short-term interval-force relations in cardiac muscle.心肌短期间隔-力关系的建模
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Ion currents underlying sinoatrial node pacemaker activity: a new single cell mathematical model.窦房结起搏活动的离子电流:一种新的单细胞数学模型。
J Theor Biol. 1996 Aug 7;181(3):245-72. doi: 10.1006/jtbi.1996.0129.

一种量化通道和转运体对膜电位动力学贡献的新方法。

A novel method to quantify contribution of channels and transporters to membrane potential dynamics.

机构信息

Biosimulation Project, Faculty of Bioinformatics, Ritsumeikan University, Kusatsu City, Japan.

出版信息

Biophys J. 2009 Dec 16;97(12):3086-94. doi: 10.1016/j.bpj.2009.08.060.

DOI:10.1016/j.bpj.2009.08.060
PMID:20006945
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC2793359/
Abstract

The action potential, once triggered in ventricular or atrial myocytes, automatically proceeds on its time course or is generated spontaneously in sinoatrial node pacemaker cells. It is induced by complex interactions among such cellular components as ion channels, transporters, intracellular ion concentrations, and signaling molecules. We have developed what is, to our knowledge, a new method using a mathematical model to quantify the contribution of each cellular component to the automatic time courses of the action potential. In this method, an equilibrium value, which the membrane potential is approaching at a given moment, is calculated along the time course of the membrane potential. The calculation itself is based on the time-varying conductance and the reversal potentials of individual ion channels and electrogenic ion transporters. Since the equilibrium potential moves in advance of the membrane potential change, we refer to it as the lead potential, V(L). The contribution of an individual current was successfully quantified by comparing dV(L)/dt before and after fixing the time-dependent change of a component of interest, such as the variations in the open probability of a channel or the turnover rate of an ion transporter. In addition to the action potential, the lead-potential analysis should also be applicable in all types of membrane excitation in many different kinds of cells.

摘要

动作电位一旦在心室或心房肌细胞中被触发,就会自动沿着时间进程进行,或者在窦房结起搏细胞中自发产生。它是由离子通道、转运体、细胞内离子浓度和信号分子等细胞成分之间的复杂相互作用诱导的。我们开发了一种新方法,使用数学模型来定量评估每个细胞成分对动作电位自动时间进程的贡献。在这种方法中,沿着膜电位的时间进程计算出在给定时刻膜电位接近的平衡值。该计算基于单个离子通道和产生电的离子转运体的时变电导和反转电位。由于平衡电位先于膜电位变化移动,因此我们将其称为先导电位 V(L)。通过比较感兴趣的组件(例如通道的开放概率或离子转运体的周转率的变化)的时间依赖性变化前后的 dV(L)/dt,可以成功地量化单个电流的贡献。除了动作电位之外,这种先导电位分析也应该适用于许多不同类型的细胞中的所有类型的膜兴奋。