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盘状液晶中的电子离域:一项实验与理论相结合的研究。

Electronic delocalization in discotic liquid crystals: a joint experimental and theoretical study.

作者信息

Crispin Xavier, Cornil Jérôme, Friedlein Rainer, Okudaira Koji Kamiya, Lemaur Vincent, Crispin Annica, Kestemont Gaël, Lehmann Matthias, Fahlman Mats, Lazzaroni Roberto, Geerts Yves, Wendin Göran, Ueno Nobuo, Brédas Jean-Luc, Salaneck William R

机构信息

Department of Physics and Measurement Technology, IFM, Linköping University, S-58183 Linköping, Sweden.

出版信息

J Am Chem Soc. 2004 Sep 29;126(38):11889-99. doi: 10.1021/ja048669j.

Abstract

Discotic liquid crystals emerge as very attractive materials for organic-based (opto)electronics as they allow efficient charge and energy transport along self-organized molecular columns. Here, angle-resolved photoelectron spectroscopy (ARUPS) is used to investigate the electronic structure and supramolecular organization of the discotic molecule, hexakis(hexylthio)diquinoxalino[2,3-a:2',3'-c]phenazine, deposited on graphite. The ARUPS data reveal significant changes in the electronic properties when going from disordered to columnar phases, the main feature being a decrease in ionization potential by 1.8 eV following the appearance of new electronic states at low binding energy. This evolution is rationalized by quantum-chemical calculations performed on model stacks containing from two to six molecules, which illustrate the formation of a quasi-band structure with Bloch-like orbitals delocalized over several molecules in the column. The ARUPS data also point to an energy dispersion of the upper pi-bands in the columns by some 1.1 eV, therefore highlighting the strongly delocalized nature of the pi-electrons along the discotic stacks.

摘要

盘状液晶作为有机基(光)电子学中极具吸引力的材料而出现,因为它们能够沿着自组装分子柱实现高效的电荷和能量传输。在此,采用角分辨光电子能谱(ARUPS)来研究沉积在石墨上的盘状分子六(己硫基)二喹喔啉并[2,3-a:2',3'-c]吩嗪的电子结构和超分子组织。ARUPS数据显示,从无序相转变为柱状相时,电子性质发生了显著变化,主要特征是随着低结合能处新电子态的出现,电离能降低了1.8 eV。通过对包含两到六个分子的模型堆叠进行量子化学计算,解释了这种演变,该计算说明了形成了一种准能带结构,其布洛赫型轨道在柱中的几个分子上离域。ARUPS数据还表明,柱中上层π带的能量色散约为1.1 eV,因此突出了π电子沿盘状堆叠的强离域性质。

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