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Deep nuclear resonant tunneling thermal rate constant calculations

机译:深核共振隧穿热速率常数计算

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A fast and robust time-independent method to calculate thermal rate constants in the deep resonant tunneling regime for scattering reactions is presented. The method is based on the calculation of the cumulative reaction probability which, once integrated, gives the thermal rate constant. We tested our method with both continuous (single and double Eckart barriers) and discontinuous first derivative potentials (single and double rectangular barriers). Our results show that the presented method is robust enough to deal with extreme resonating conditions such as multiple barrier potentials. Finally, the calculation of the thermal rate constant for double Eckart potentials with several quasi-bound states and the comparison with the time-independent log-derivative method are reported. An implementation of the method using the Mathematica Suite is included in the Supporting Information.
机译:提出了一种快速且鲁棒的与时间无关的方法来计算深共振隧道效应中散射反应的热速率常数。该方法基于累积反应概率的计算,该累积反应概率一旦积分就可以得出热速率常数。我们用连续的(单个和双重Eckart势垒)和不连续的一阶导数势(单个和双重矩形势垒)测试了我们的方法。我们的结果表明,所提出的方法具有足够的鲁棒性,可以应对极端的共振条件,例如多重势垒势。最后,报道了具有几种准束缚态的双Eckart势的热速率常数的计算以及与时间无关的对数导数方法的比较。支持信息中包含使用Mathematica Suite的方法的实现。

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