Comin Massimiliano, Fratini Simone, Blase Xavier, D'Avino Gabriele
Grenoble Alpes University, CNRS, Grenoble INP, Institut Néel, 25 rue des Martyrs, Grenoble, 38042, France.
Adv Mater. 2022 Jan;34(2):e2105376. doi: 10.1002/adma.202105376. Epub 2021 Nov 7.
The control over material properties attainable through molecular doping is essential to many technological applications of organic semiconductors, such as organic light-emitting diodes or thermoelectrics. These excitonic semiconductors typically reach the degenerate limit only at impurity concentrations of 5-10%, a phenomenon that has been put in relation with the strong Coulomb binding between charge carriers and ionized dopants, and whose comprehension remained elusive so far. This study proposes a general mechanism for the release of carriers at finite doping in terms of collective screening phenomena. A multiscale model for the dielectric properties of doped organic semiconductor is set up by combining first principles and microelectrostatic calculations. The results predict a large nonlinear enhancement of the dielectric constant (tenfold at 8% load) as the system approaches a dielectric instability (catastrophe) upon increasing doping. This can be attributed to the presence of highly polarizable host-dopant complexes, plus a nontrivial leading contribution from dipolar interactions in the disordered and heterogeneous system. The enhanced screening in the material drastically reduces the (free) energy barriers for electron-hole separation, rationalizing the possibility for thermal charge release. The proposed mechanism is consistent with conductivity data and sets the basis for achieving higher conductivities at lower doping loads.
通过分子掺杂实现对材料特性的控制对于有机半导体的许多技术应用至关重要,例如有机发光二极管或热电学。这些激子半导体通常仅在杂质浓度为5 - 10%时才达到简并极限,这一现象与电荷载流子和电离掺杂剂之间的强库仑束缚有关,并且到目前为止其理解仍然难以捉摸。本研究根据集体屏蔽现象提出了一种在有限掺杂情况下载流子释放的一般机制。通过结合第一性原理和微静电计算,建立了掺杂有机半导体介电特性的多尺度模型。结果预测,随着掺杂增加,系统接近介电不稳定性(突变)时,介电常数会有很大的非线性增强(在8%负载时增加十倍)。这可归因于存在高度可极化的主体 - 掺杂剂复合物,以及无序和异质系统中偶极相互作用的重要主导贡献。材料中增强的屏蔽大大降低了电子 - 空穴分离的(自由)能垒,从而解释了热电荷释放的可能性。所提出的机制与电导率数据一致,并为在较低掺杂负载下实现更高电导率奠定了基础。