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TWO APPROACHES TO STOCHASTIC RATE THEORY

机译:随机利率理论的两种方法

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A comparison is made between two approaches to a Kramers-type reaction rate theory. The usual one is based on a Linear coupling model between a particle and the medium oscillators. Use is made of two different separable reaction coordinates in the absence and presence of coupling, respectively. A more general model consists of assuming an arbitrary (nonlinear) coupling between the reactant and medium, making use of a single (curvilinear) reaction coordinate of the entire many-dimensional system (reactant + medium). A comparison with the exact dynamic rate theory is made, showing its equivalence with the generalized stochastic theory. (C) 1997 John Wiley & Sons, Inc. [References: 28]
机译:对Kramers型反应速率理论的两种方法进行了比较。通常的一种是基于粒子与介质振荡器之间的线性耦合模型。在不存在和存在偶联的情况下,分别使用两个不同的可分离的反应坐标。一个更通用的模型包括假设反应物和介质之间存在任意(非线性)耦合,并利用整个多维系统(反应物+介质)的单个(曲线)反应坐标。与精确动态速率理论进行了比较,显示了它与广义随机理论的等效性。 (C)1997 John Wiley&Sons,Inc. [参考:28]

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