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Electronic structure and carrier transfer in B-DNA monomer polymers and dimer polymers: Stationary and time-dependent aspects of wire model vs. extended ladder model

机译:B-DNa单体聚合物和聚合物的电子结构和载体转移   二聚体聚合物:线材模型与固定和时间相关的方面   扩展梯模型

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摘要

We employ two Tight-Binding (TB) approaches to study the electronic structureand hole or electron transfer in B-DNA monomer polymers and dimer polymers madeup of $N$ monomers (base pairs): (I) at the base-pair level, using the on-siteenergies of base pairs and the hopping integrals between successive base pairs,i.e., a wire model and (II) at the single-base level, using the on-siteenergies of the bases and the hopping integrals between neighboring bases,i.e., an \textit{extended} ladder model since we also include diagonalhoppings. We solve a system of $MD$ ("matrix dimension") coupled equations [(I)$MD$ = $N$, (II) $MD$ = $2N$] for the time-independent problem, and a system of$MD$ coupled $1^\text{st}$ order differential equations for the time-dependentproblem. We study the HOMO and the LUMO eigenspectra, the occupationprobabilities, the Density of States (DOS) and the HOMO-LUMO gap as well as themean over time probabilities to find the carrier at each site [(I) base pair or(II) base)], the Fourier spectra, which reflect the frequency content of chargetransfer (CT) and the pure mean transfer rates from a certain site to another.The two TB approaches give coherent, complementary aspects of electronicproperties and charge transfer in B-DNA monomer polymers and dimer polymers.
机译:我们采用两种紧密结合(TB)方法研究由$ N $单体(碱基对)组成的B-DNA单体聚合物和二聚体聚合物的电子结构和空穴或电子转移:(I)在碱基对水平上,使用碱基对的原位能量和连续碱基对之间的跳变积分,即导线模型和单碱基级的(II),使用碱基的原位能量和相邻碱基之间的跳变积分,即\ textit {extended}阶梯模型,因为我们还包括对角线跳跃。我们解决了与时间无关的问题的系统$ MD $(“矩阵维”)耦合方程[(I)$ MD $ = $ N $,(II)$ MD $ = $ 2N $],以及$ MD $耦合了与时间有关的问题的$ 1 ^ \ text {st} $阶微分方程。我们研究了HOMO和LUMO本征谱,职业概率,国家密度(DOS)和HOMO-LUMO缺口以及随时间变化的命题概率,以便在每个位点[(I)碱基对或(II)碱基)上找到载体)]的傅里叶光谱,它反映了电荷转移(CT)的频率含量和从某个位置到另一个位置的纯平均转移速率。两种TB方法提供了B-DNA单体聚合物中电子特性和电荷转移的相干,互补的方面和二聚体聚合物。

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