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横纹肌的理论处理:四态模型的动态扩展

Theoretical treatment of striated muscle: Dynamic extension of four-state model.

作者信息

Honda H, Koiwa Y, Shirato K

机构信息

First Department of Internal Medicine, Tohoku University School of Medicine, Japan.

出版信息

Heart Vessels. 1996;11(1):44-53. doi: 10.1007/BF01744599.

Abstract

We constructed a muscle model, based on the model first proposed by Gray and Gonda [6,7), that simulates the twitch contraction of striated muscle. Their original model postulated four basic states in the contraction cycle and predicted the properties of steady state contraction in striated muscle. Using the relationship between steady state tension and calcium concentration, we described several rate constants as functions of calcium concentration and calculated the number of attached crossbridges at various calcium concentration values. The results for both skeletal and cardiac muscle were approximately consistent with those of X-ray studies. Assuming that rate constants change immediately with the phasic alteration of intracellular calcium concentration, we estimated the time course of crossbridge distribution during twitch contraction; these findings were also consistent with those of X-ray studies. We also simulated the effects of calcium concentration and sarcomere length on the magnitude of twitch tension. These simulations suggest that the major determinants of crossbridge distribution during twitch contraction are the time courses of calcium transients and the rate constants of crossbridge kinetics. Our findings suggest that the model used in this study provides a theoretical basis for interpreting the characteristics of cardiac muscle encountered in the clinical setting.

摘要

我们构建了一个基于格雷和贡田首次提出的模型[6,7]的肌肉模型,该模型模拟横纹肌的抽搐收缩。他们最初的模型假定了收缩周期中的四个基本状态,并预测了横纹肌稳态收缩的特性。利用稳态张力与钙浓度之间的关系,我们将几个速率常数描述为钙浓度的函数,并计算了不同钙浓度值下附着的横桥数量。骨骼肌和心肌的结果与X射线研究结果大致一致。假设速率常数随细胞内钙浓度的相位变化而立即改变,我们估计了抽搐收缩过程中横桥分布的时间进程;这些发现也与X射线研究结果一致。我们还模拟了钙浓度和肌节长度对抽搐张力大小的影响。这些模拟表明,抽搐收缩过程中横桥分布的主要决定因素是钙瞬变的时间进程和横桥动力学的速率常数。我们的研究结果表明,本研究中使用的模型为解释临床环境中遇到的心肌特征提供了理论基础。

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