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共轭聚合物中的极化子形成机制。

Polaron formation mechanisms in conjugated polymers.

作者信息

Bombile Joel H, Janik Michael J, Milner Scott T

机构信息

Pennsylvania State University, University Park, PA 16802, USA.

出版信息

Phys Chem Chem Phys. 2017 Dec 20;20(1):317-331. doi: 10.1039/c7cp04355d.

Abstract

In semiconducting polymers, interactions with conformational degrees of freedom can localize charge carriers, and strongly affect charge transport. Polarons can form when charges induce deformations of the surrounding medium, including local vibrational modes or dielectric polarization. These deformations then interact attractively with the charge, tending to localize it. First we investigate vibrational polaron formation in poly(3-hexylthiophene) [P3HT], with a tight-binding model for charges hopping between adjacent rings, coupled to ring distortions. We use density functional theory (DFT) calculations to determine coupling constants, including the "spring constant" for ring distortions and the coupling to the charge carrier. On single chains, we find only broad, weakly bound polarons by this mechanism. In 2d crystalline layers of P3HT, even weak transverse hopping between chains destabilizes this polaron. Then, we consider polarons stabilized by dielectric polarization, described semiclassically with a polarizable continuum interacting with the carrier wavefunction. In contrast to vibrational polarons, we find dielectrically stabilized polarons in P3HT are narrower, more strongly bound, and stable in 2d crystalline layers.

摘要

在半导体聚合物中,与构象自由度的相互作用可使电荷载流子定域化,并强烈影响电荷传输。当电荷引起周围介质的形变时,包括局部振动模式或介电极化,极化子就会形成。这些形变随后与电荷产生吸引相互作用,倾向于使其定域化。首先,我们利用一个紧束缚模型研究聚(3-己基噻吩)[P3HT]中振动极化子的形成,该模型描述电荷在相邻环之间的跳跃,并与环的畸变相耦合。我们使用密度泛函理论(DFT)计算来确定耦合常数,包括环畸变的“弹簧常数”以及与电荷载流子的耦合。在单链上,通过这种机制我们仅发现宽泛的、弱束缚的极化子。在P3HT的二维晶体层中,即使链间存在微弱的横向跳跃也会使这种极化子不稳定。然后,我们考虑由介电极化稳定的极化子,用一个与载流子波函数相互作用的可极化连续介质进行半经典描述。与振动极化子不同,我们发现在P3HT中由介电稳定的极化子更窄、束缚更强,并且在二维晶体层中是稳定的。

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