化学熵对蛋白质小集合的动力学和能量拉动。

Josh E Baker
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引用次数: 0

摘要

生物系统中的蛋白质在单分子化学和本体化学的界面上发挥作用,从而为结垢和涌现现象的基本物理化学提供了新的见解。例如,解释肌肉收缩的许多能量和机械方面的二元力学模型为研究单分子和小分子系综中的分子力学和化学热力学之间的关系提供了一个新颖且可测试的框架。这里要解决的问题是,模型和支持实验数据要求熵力平衡化学反应。虽然这与统计力学是一致的,但与基本化学是不一致的。具体来说,与经典的化学活性分析相反,仅仅分子的存在(化学活性或质量作用)并不能在物理上推动反应达到平衡;相反,在化学状态下可达到的微观状态Ω的数量将反应拉下一个增加Ω的熵漏斗,达到平衡。在这里,我建立了一个化学热力学和动力学的熵模型,并将其与传统的化学活性模型进行了比较。我表明,先验系统反应能量景观充分描述了平衡和非平衡化学反应的化学动力学,正式证明了肌肉收缩的二元力学模型所需的热力学速率常数。
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Within Thermal Scales: The Kinetic and Energetic Pull of Chemical Entropy.

Biological systems are fundamentally containers of thermally fluctuating atoms that through unknown mechanisms are structurally layered across many thermal scales from atoms to amino acids to primary, secondary, and tertiary structures to functional proteins to functional macromolecular assemblies and up. Understanding how the irreversible kinetics (i.e., the arrow of time) of biological systems emerge from the equilibrium kinetics of constituent structures defined on smaller thermal scales is central to describing biological function. Muscle's irreversible power stroke - with its mechanochemistry defined on both the thermal scale of muscle and the thermal scale of myosin motors - provides a clear solution to this problem. Individual myosin motors function as reversible force-generating switches induced by actin binding and gated by the release of inorganic phosphate, P i . As shown in a companion article, when N individual switches thermally scale up to an ensemble of N switches in muscle, the entropy of a binary system of switches is created. We have shown in muscle that a change in state of this binary system of switches entropically drives actin-myosin binding (the switch) and muscle's irreversible power stroke, and that this simple two-state model accurately accounts for most key aspects of muscle contraction. Extending this observation beyond muscle, here I show that the chemical kinetics of an ensemble of N molecules differs fundamentally from a conventional chemical analysis of N individual molecules, describing irreversible chemical reactions as being pulled into the future by the a priori defined entropy of a binary system rather than being pushed forward by the physical occupancy of chemical states (e.g., mass action).

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