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首页> 外文期刊>The Journal of Chemical Physics >Classical trajectory and statistical adiabatic channel study of the dynamics of capture and unimolecular bond fission. VI. Properties of transitional modes and specific rate constants k(E,J)
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Classical trajectory and statistical adiabatic channel study of the dynamics of capture and unimolecular bond fission. VI. Properties of transitional modes and specific rate constants k(E,J)

机译:捕获和单分子键裂变动力学的经典轨迹和统计绝热通道研究。 VI。过渡模式的性质和比速率常数k(E,J)

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摘要

Transitional modes in simple unimolecular bond fission and in the reverse recombination reactions are characterized quantitatively by statistical adiabatic channel (SACM) and classical trajectory (CT) calculations. Energy E- and angular momentum J-specific numbers of open channels (or activated complex states) W(E.J) and capture probabilities w (E,J) are determined for a series of potentials such as ion-dipole, dipole-dipole, and various model valence potentials. SACM and CT treatments are shown to coincide under classical conditions. Adiabatic as well as nonadiabatic dynamics are considered. The dominant importance of angular momentum couplings is elaborated. A sequence of successive approximations, from phase space theory neglecting centrifugal barriers E_0(J), via phase space theory accounting for centrifugal barriers E_0(J), toward the final result, expressing the effects of the anisotropy of the potentials by specific rigidity factors f_(rigid)(E,J), is described. This approach emphasized the importance to characterize the employed potentials by their centrifugal barriers E_0(J). The derived specific rigidity factors f_(rigid)(E,J) are consistent with previously calculated thermal rigidity factors f_(rigid)(T). The present approach properly accounts for angular momentum conservation and, at the same time, facilitates the calculation of specific rate constants k(E,J) and falloff curves for unimolecular bond fission and the reverse radical recombination reactions.
机译:通过统计绝热通道(SACM)和经典轨迹(CT)计算定量表征简单单分子键裂变和反向重组反应中的过渡模式。对于一系列电势,例如离子偶极子,偶极子-偶极子和各种模型化合价。在经典条件下,SACM和CT治疗被证明是一致的。考虑了绝热和非绝热动力学。阐述了角动量耦合的主要重要性。从相空间理论忽略离心势垒E_0(J)到相空间理论考虑离心势垒E_0(J)到最终结果的一系列逐次逼近,通过特定刚度因子f_表示势各向异性。描述(刚性)(E,J)。这种方法强调了利用离心势垒E_0(J)来表征所采用电位的重要性。得出的比刚度系数f_(rigid)(E,J)与先前计算的热刚度系数f_(rigid)(T)一致。本方法适当地考虑了角动量守恒,并且同时促进了对于单分子键裂变和反向自由基重组反应的比速率常数k(E,J)和衰减曲线的计算。

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