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三(8-羟基喹啉)铝(III)的电荷传输特性:为何它是一种电子传输体。

Charge transport properties of tris(8-hydroxyquinolinato)aluminum(III): why it is an electron transporter.

作者信息

Lin Bo Chao, Cheng Cheu P, You Zhi-Qiang, Hsu Chao-Ping

机构信息

Department of Chemistry, National Tsing Hua University, Kuang-Fu Road, Hsinchu, 300, Taiwan.

出版信息

J Am Chem Soc. 2005 Jan 12;127(1):66-7. doi: 10.1021/ja045087t.

Abstract

The charge transport properties of mer-tris(8-hydroxyquinolinato)aluminum(III) (mer-Alq), which is the most widely used electron transport material in OLED, were investigated by quantum chemistry calculations within the framework of the charge hopping model and Marcus electron transfer theory. Internal reorganization energies of 0.276 and 0.242 eV were calculated by the DFT-B3LYP method employing a 6-31 G* basis set for the electrons lambdai(e) and holes lambdai(h), respectively. The relative distances and orientations of Alq molecules in amorphous film were simulated by those in the beta-phase. The intermolecular charge-transfer integrals, Hda(h) and Hda(e), along all 14 hopping pathways were then calculated by the Koopmans Theorem in conjunction with the Hartree-Fock method employing a 6-31 G* basis set as well as by the direct coupling method. The results showed that there were some Hda(e) that were 1 order of magnitude larger than any Hda(h), because hopping pathways with effective overlaps of LUMOs can occur and, thus, large Hda(e). On the other hand, effective overlap of HOMO was absent in all pathways, resulting in a relatively small Hda(h). This difference in the magnitudes of Hda(e) and Hda(h) would predict a 2 orders of magnitude difference in the electron-transfer rate constants and account for the observed 2 orders of magnitude difference in the mobilities of electrons and holes.

摘要

在电荷跳跃模型和马库斯电子转移理论框架下,通过量子化学计算研究了三(8 - 羟基喹啉)合铝(III)(mer - Alq)的电荷传输性质,mer - Alq是有机发光二极管中使用最广泛的电子传输材料。采用6 - 31G基组的DFT - B3LYP方法分别计算了电子λi(e)和空穴λi(h)的内重组能,分别为0.276和0.242 eV。用β相中的Alq分子模拟了非晶薄膜中Alq分子的相对距离和取向。然后通过库普曼斯定理结合采用6 - 31G基组的哈特里 - 福克方法以及直接耦合方法,计算了沿所有14条跳跃路径的分子间电荷转移积分Hda(h)和Hda(e)。结果表明,存在一些Hda(e)比任何Hda(h)大1个数量级,这是因为可以发生LUMO有效重叠的跳跃路径,从而导致较大的Hda(e)。另一方面,所有路径中均不存在HOMO的有效重叠,导致Hda(h)相对较小。Hda(e)和Hda(h)大小的这种差异预示着电子转移速率常数会有2个数量级的差异,并解释了观察到的电子和空穴迁移率2个数量级的差异。

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