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Simulation of Hopping Transport Based on Charge Carrier Localization Times Derived for a Two-Level System

机译:基于二级系统的电荷载流子定位时间的跳频传输仿真

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Incoherent hopping models are commonly used to describe charge transport in many classes of electrically conducting materials. An important parameter in these models is the charge carrier hopping rate or its inverse, the charge carrier lifetime at a localization site. Among the most common approaches to calculating the charge hopping rate are those based on the hydrogen molecular ion (H_2~+) theory and on the Marcus theory of electron transfer reactions. The former is typically used when describing doped inorganic crystalline semiconductors, while the latter is commonly employed for organic systems. In the present paper the limitations of these approaches are examined and a generalized expression for the charge carrier lifetime at a localization site is proposed, which includes the expressions found from H_2~+ theory and Marcus theory as limiting cases. Charge transport simulations based on all three expressions are compared.
机译:非相干跳跃模型通常用于描述许多类型的导电材料中的电荷传输。这些模型中的一个重要参数是载流子跳变率或其倒数,即本地化位置处的载流子寿命。基于氢分子离子(H_2〜+)理论和电子转移反应的马库斯理论,是最常见的计算电荷跳跃率的方法。当描述掺杂的无机晶体半导体时,通常使用前者,而后者通常用于有机系统。在本文中,研究了这些方法的局限性,并提出了一个局域化位置上载流子寿命的通用表达式,其中包括从H_2〜+理论和Marcus理论中得到的表达式作为极限情况。比较了基于所有三个表达式的电荷传输模拟。

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