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Collective medium coordinates and their application in the theory of chemical reactions

机译:集体介质坐标及其在化学反应理论中的应用

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摘要

A collective medium coordinate (CMC) represents a highly correlated motion of a large ensemble of medium particles, single variable, undergoes a significant change during a chemical process proceeding in this medium. CMCs naturally arit when charge transfer reactions in polar solvents are considered. In this context, the most important problems (1) quantum lnc CMC theory are: (I) quantum chemical compulations of free energy surfaces explicitly (renting a CMC as an esst-nti'1' coordinate, including location of minimum (reactants and products) and saddle (transition states) points on* these surfaces; f 3 ) derivation of stochastic dynamical equations lor CMCs and evaluation of their parameters, such as masses, friction coorfl deduction of the rate expression lor stochastic dynamical systems including CMCs. These problems are dissused JNing as examples electron and proton transfer mid SN2 reactions. Qualitative criterion formulated for when an cxpl is it consideration of a CMC is absolutely necessary and when it can be discarded.
机译:集体介质坐标(CMC)表示一个大变量的介质粒子的整体运动,该变量是单个变量,在该介质中进行化学过程期间发生了显着变化。当考虑极性溶剂中的电荷转移反应时,CMC自然会发生反应。在这种情况下,最重要的问题(1)量子lnc CMC理论是:(I)自由能表面的量子化学计算(将CMC出租为esst-nti'1'坐标,包括最小的位置(反应物和产物) )和鞍形(跃迁状态)点在这些表面上; f 3)推导CMC的随机动力学方程并评估其参数,例如质量,包括CMC在内的随机动力学系统的速率表达式的摩擦系数推导。这些问题被JNing当作实例​​,在SN2反应中进行电子和质子转移。针对何时使用cxpl制定的定性标准是绝对必要的,何时可以将其丢弃。

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