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首页> 外文期刊>The Journal of Chemical Physics >Torsional potentials and full-dimensional simulation of electronic absorption and fluorescence spectra of para-phenylene oligomers using the semiempirical self-consistent charge density-functional tight binding approach
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Torsional potentials and full-dimensional simulation of electronic absorption and fluorescence spectra of para-phenylene oligomers using the semiempirical self-consistent charge density-functional tight binding approach

机译:使用半经验自洽电荷密度-功能紧密结合方法对对亚苯基低聚物的扭转势和电子吸收和荧光光谱的全尺寸模拟

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摘要

A systematic study on the structural properties of para-phenylene oligomers based on the self-consistent charge density-functional tight binding approach (SCC-DFTB) and its time-dependent (TD) version is presented. Our goal is to investigate the applicability of DFTB for the present class of compounds and to use its computational efficiency for on-the-fly dynamics calculations and to perform in this way simulations of absorption and fluorescence spectra. For this purpose geometry optimizations have been performed for the ground state and for the electronically lowest excited state of oligomers containing two to seven aromatic rings. The torsional potential curves have been computed for para-biphenyl and para-terphenyl in the ground and lowest excited state. Agreement with previously computed DFT results is quite encouraging and DFTB seems to be well suited for the treatment of the class of conjugated pi systems investigated in this work. The intrachain vibrational broadening of absorption and emission spectra computed from dynamics simulations are presented and compared with experimental spectra. (C) 2008 American Institute of Physics. [DOI: 10.1063/1.2998523]
机译:提出了基于自洽电荷密度-功能紧密结合方法(SCC-DFTB)及其时间依赖性(TD)版本的对亚苯基低聚物的结构性质的系统研究。我们的目标是研究DFTB在当前类型化合物中的适用性,并将其计算效率用于动态动力学计算,并以此方式进行吸收光谱和荧光光谱的模拟。为此目的,已经对包含两个至七个芳环的低聚物的基态和电子最低激发态进行了几何优化。已计算出基态和最低激发态下的对联苯和对联苯的扭转电势曲线。与先前计算的DFT结果的一致性非常令人鼓舞,并且DFTB似乎非常适合处理这项工作中研究的共轭pi系统类型。提出了通过动力学模拟计算的吸收和发射光谱的链内振动加宽,并将其与实验光谱进行比较。 (C)2008美国物理研究所。 [DOI:10.1063 / 1.2998523]

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