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Quasiclassical determination of reaction probabilities as a function of the total angular momentum

机译:作为总角动量的函数的反应概率的准经典确定

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This article presents a quasiclassical trajectory(QCT)method to determine the reaction probability as a function of the total angular momentum J for any given value of the initial rotational angular momentum j.The proposed method is based on a discrete sampling of the total and orbital angular momenta for each trajectory and on the development of equations that have a clear counterpart in the quantum-mechanical(QM)case.The reliability of the method is illustrated by comparing QCT and time-dependent wave-packet QM results for the H+D_2(nu=0,j=4,10)reaction.The small discrepancies between both sets of calculations,when they exist,indicate some genuine quantum effects.In addition,a procedure to extract the reaction probabilities as a function of J when trajectories are calculated in the usual way using a continuous distribution of impact parameters is also described.
机译:本文提出了一种准经典轨迹(QCT)方法,该方法可确定任意给定初始旋转角动量j的值的反应概率与总角动量J的关系。所提出的方法基于总和轨道的离散采样通过比较QCT和随时间变化的波包QM对H + D_2的结果来说明该方法的可靠性,从而证明了每种轨迹的角矩以及在量子力学(QM)情况下具有明显对应关系的方程的发展。 (nu = 0,j = 4,10)反应。两组计算之间的细微差异(如果存在)表示某些真正的量子效应。此外,当轨迹为时,提取反应概率作为J的函数的过程。还介绍了使用冲击参数的连续分布以常规方式计算的结果。

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