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Cooperative thin filament activation of a kinetic model of cardiac sarcomere dynamics

机译:协同细丝激活心脏肌节动力学的动力学模型

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Actin-myosin crossbridges form in a sarcomere under the control of calcium ions binding to the thin filament. Crossbridges first form weak attachments before they transform into strong bonds that generate force. An appropriately simplified model of this action is critical for developing higherlevel models of cardiac function. Models can be simplified by separating slower from faster processes, where the fast processes have achieved equilibrium. Processes in equilibrium can also be analyzed using the Ising model of statistical mechanics, which allows us to study a row of cooperatively interacting units - as occurs along the thin filament. Using these concepts, the sarcomere model was simplified to 3 states: (1) strong crossbridges attached to a regulatory unit (RU) on the thin filament that had calcium bound to it; (2) strong crossbridges attached to an RU without calcium; (3) an equilibrium mixture of detached and weakly attached crossbridges with and without calcium bound. This simplified model predicted steady-state relationships between force and calcium that reproduced the experimentally seen trend toward less cooperativity as force rises to more than half maximum. It also predicted a trend for clustering of strong crossbridges along the thin filament due to cooperative interactions.
机译:肌动蛋白-肌球蛋白交叉桥在与细丝结合的钙离子的控制下在肌小节中形成。横桥首先形成弱连接,然后转变为产生力的牢固结合。适当简化此动作的模型对于开发更高水平的心脏功能模型至关重要。通过将较慢的过程与较快的过程分离开来,可以简化模型,在较快的过程中已达到平衡。平衡过程也可以使用统计力学的伊辛模型进行分析,该模型使我们能够研究沿细丝状结构发生的一系列相互作用的单元。使用这些概念,肌节模型简化为3种状态:(1)坚固的交叉桥连接到细钙丝上的调节单元(RU)上; (2)附着在不含钙的RU上的强横桥; (3)具有和不具有钙结合的分离和弱连接的桥的平衡混合物。这个简化的模型预测了力与钙之间的稳态关系,这种关系再现了实验观察到的趋势,即当力上升到最大值的一半以上时,协同性会降低。它还预测了由于协作相互作用,沿细丝的强横桥聚集的趋势。

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