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Polar solvation dynamics in supercritical fluids: A mode-coupling treatment

机译:超临界流体中的极性溶剂化动力学:模式耦合处理

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A mode-coupling treatment of polar solvation dynamics in supercritical fluids is presented. The equilibrium solvation time correlation function for the solute fluctuating transition frequency is obtained from the mode-coupling theory method and from molecular-dynamics simulations. The theory is shown to be in good agreement with the simulation. The solvation time correlation function exhibits three distinct time scales, with rapid initial decay, followed by a recurrence at intermediate times, and a slowly decaying long-time tail. Our theoretical analysis shows that the short-time decay arises from the coupling of the solute energy gap to the solvent polarization modes, the recurrence at intermediate times is due to the energy modes, while the slow long-time decay reflects the coupling to the number density modes. (C) 2004 American Institute of Physics.
机译:提出了超临界流体中极性溶剂化动力学的模式耦合处理。通过模式耦合理论方法和分子动力学模拟获得了溶质波动跃迁频率的平衡溶剂化时间相关函数。该理论与仿真结果非常吻合。溶剂化时间相关函数表现出三个不同的时标,具有快速的初始衰减,随后在中间时间重复出现,并缓慢衰减长时间的尾巴。我们的理论分析表明,短时衰减是由于溶质能隙与溶剂极化模的耦合而引起的,中间时间的重复是由于能模引起的,而缓慢的长时间衰减反映了与数模的耦合。密度模式。 (C)2004年美国物理研究所。

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