Various Extensions of Original Born-Kramers-Slater Model for Reactions Kinetics Based on Brownian Motion and Fokker-Plank Equation Including 1D, 2D, 3D, and Multi-dimensional Approaches

Michael Fundator
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引用次数: 1

Abstract

Different extensions, such as Transition State theory of Eyring-Polanyi-Evans model of the original Born-Kramers-Slater Model for the Velocity of Chemical Reactions are discussed based on Smoluchowski and Fokker-Plank equations with various properties of Brownian motion and including 1-, 2-, 3-, and multidimensional models with applications in Neuroscience.
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基于布朗运动和Fokker-Plank方程的原Born-Kramers-Slater反应动力学模型的各种扩展,包括1D, 2D, 3D和多维方法
基于具有各种布朗运动性质的Smoluchowski方程和Fokker-Plank方程,讨论了不同的扩展,如化学反应速度的原始Born-Kramers-Slater模型的eyling - polanyi - evans模型的过渡态理论,包括在神经科学中的应用的1-、2-、3-和多维模型。
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