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Computations of Ground State and Excitation Energies of Poly(3-methoxy-thiophene) and Poly(thienylene vinylene) from First Principles

机译:来自第一个原理的聚(3-甲氧基 - 噻吩)和聚(噻吩基乙烯基)的地态和激发能量的计算

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摘要

Ground state and excitation energies of poly(3-methoxy-thio-phene) (PMT) and poly(thienylene vinylene) (PTV) conjugated polymers are studied by first principles density functional theory (DFT). Two basic approaches of computational chemistry and physics are compared: time dependent DFT (TDDFT) of clusters and ab initio pseudopotentials within a standard DFT (PP-DFT) of infinite polymer chains. We demonstrate that series of excitation energies of PMT calculated by TDDFT with increased unit numbers converge well to the real experimentally measured energy gaps. Combination of TDDFT cluster method with PP-DFT approach for infinite chain provides single-gap quasiparticle correction value needed for optical calculations. Infinite chain model is used to calculate optical absorption of PTV.
机译:通过第一原理函数理论(DFT)研究了聚(3-甲氧基 - 硫基-HENE-苯丙烯)(PMT)和聚(噻吩基乙烯基)(PTV)共轭聚合物的研磨能量的研磨能量。比较了计算化学和物理学的两种基本方法:时间依赖性DFT(TDDFT)的簇和AB Initio在无限聚合物链中的标准DFT(PP-DFT)内的盲肠。我们展示由TDDFT计算的PMT的一系列激励能量,其具有增加的单位数会聚到真实的实验测量的能量间隙。具有PP-DFT方法的TDDFT集群方法的组合为无限链提供光学计算所需的单个间隙Quasiparticle校正值。无限链模型用于计算PTV的光学吸收。

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