不同负荷前后心肌等张收缩的模拟分析

N. Schneider, A. Amano
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引用次数: 0

摘要

由于心肌收缩的调节是复杂的,许多模拟研究已经进行了系统地分析力-速度关系的调节机制。然而,尽管细丝具有重要的调节作用,但过去的研究采用的模型缺乏详细的细丝激活。本文提出了一种新的心肌收缩模型,该模型考虑了肌钙蛋白C、肌钙蛋白I和原肌球蛋白对细丝激活和交叉桥(Xb)循环的影响,此外,还包括潜在的Frank-Starling机制和简单的Xb机制。该模型用于阐明肌肉缩短和松弛过程中细丝的负荷和肌节长度依赖性以及Xb动力学。在各种预负荷下进行的后负荷等张收缩模拟分析显示,在中至高负荷下,由ADP释放率的负荷相关变化调节的峰值Xb浓度是决定收缩末期半肌节长度的主要因素,而速度相关的Xb力仅显示出很小的影响。在低负荷下,缩短速度是通过原肌球蛋白构象变形率的增加来调节的,因为在所有预负荷下获得相同的Xb浓度。缩短诱导的合作失活是由Frank-Starling机制引起的。对新提出的松弛机制的分析表明,肌钙蛋白I将原肌凝蛋白拉至“关闭”位置的细丝失活的增加具有比titin恢复力更大的影响,从而破坏原肌凝蛋白结构。该模型与京都模型的结合令人满意地再现了豚鼠肌细胞的等张收缩时间过程。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Simulation Analysis of Cardiac Muscle Isotonic Contractions at Different Pre- and Afterloads
Since regulation of cardiac muscle contraction is complex, many simulation studies have been conducted to systematically analyze regulatory mechanisms underlying the force-velocity relationship. However, past studies were performed with models lacking detailed thin filament activation despite its essential regulatory role. Here a novel cardiac muscle contraction model is presented that considers troponin C, troponin I and tropomyosin for thin filament activation coupled with the cross-bridge (Xb) cycle, and in addition, includes a potential Frank-Starling mechanism and simple Xb mechanics. This model was employed to elucidate load and sarcomere length-dependence of the thin filament and Xb kinetics during muscle shortening and relaxation. Simulation analysis of afterloaded isotonic contractions performed at various preloads revealed that at medium to high load the peak Xb concentration, regulated by a load-dependent change of the ADP release rate, is the major factor in determining the end-systolic half sarcomere length, whereas the velocitydependent Xb force only shows a small influence. At low load, shortening velocity is regulated through an increase in the rate of the tropomyosin conformational change as for all preloads the same Xb concentration is attained. Shorteninginduced cooperative deactivation was caused by the included Frank-Starling mechanism. An analysis of newly suggested relaxation mechanisms showed the significance for an increased thin filament deactivation with troponin I pulling tropomyosin to the “off” position having a greater impact than titin restoring force assumed to disrupt the tropomyosin structure. A combination of this model with the myocyte Kyoto Model satisfactorily reproduced isotonic contraction time courses from guinea pig myocytes.
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