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首页> 外文期刊>Journal of physical chemistry letters >Influence of Coherent Tunneling and Incoherent Hopping on the Charge Transfer Mechanism in Linear Donor-Bridge-Acceptor Systems
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Influence of Coherent Tunneling and Incoherent Hopping on the Charge Transfer Mechanism in Linear Donor-Bridge-Acceptor Systems

机译:相干隧穿和非相干跳变对线性给体-桥-受体系统中电荷转移机制的影响

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The mechanism of charge transfer has been observed to change from tunneling to hopping with increasing numbers of DNA base pairs in polynucleotides and with the length of molecular wires. The aim of this paper is to investigate this transition by examining the population dynamics using a tight-binding Hamiltonian with model parameters to describe a linear donor-bridge-acceptor (D-B-A) system. The model includes a primary vibration and an electron-vibration coupling at each site. A further coupling of the primary vibration with a secondary phonon bath allows the system to dissipate energy to the environment and reach a steady state. We apply the quantum master equation (QME) approach, based on second-order perturbation theory in a quantum dissipative system, to examine the dynamical processes involved in charge-transfer and follow the population transfer rate at the acceptor, k(a), to shed light on the transition from tunneling to hopping. With a small tunneling parameter, V, the on-site population tends to localize and form polarons, and the hopping mechanism dominates the transfer process. With increasing V, the population tends to be delocalized and the tunneling mechanism dominates. The competition between incoherent hopping and coherent tunneling governs the mechanism of charge transfer. By varying V and the total number of sites, we also examine the onset of the transition from tunneling to hopping with increasing length.
机译:随着多核苷酸中DNA碱基对数目的增加以及分子​​线的长度,已经观察到电荷转移的机理从隧穿变为跳跃。本文的目的是通过使用模型参数描述线性施主-桥-受体(D-B-A)系统的紧密结合的哈密顿量研究种群动态来研究这种转变。该模型包括每个位置的一次振动和电子振动耦合。初级振动与次级声子浴的进一步耦合允许系统将能量耗散到环境中并达到稳定状态。我们基于量子耗散系统中的二阶微扰理论,应用量子主方程(QME)方法,研究了电荷转移涉及的动力学过程,并跟踪了受体k(a)处的人口转移速率,阐明了从隧道到跳跃的过渡。在隧道参数V较小的情况下,现场种群倾向于局部化并形成极化子,而跳跃机制则主导了转移过程。随着V的增加,人口趋向于离域化,并且隧穿机制占主导地位。非相干跳跃和相干隧道之间的竞争决定着电荷转移的机制。通过改变V和站点总数,我们还检查了随着隧道长度的增加,从隧道过渡到跳变的开始。

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