Abstract

Theoretical understanding of charge transport in organic semiconductors is exclusively important for organic electronics, but still remains a subject of debate. The recently discovered record-high band-like electron mobility in single crystals of 2,5-difluoro-7,7,8,8-tetracyanoquinodimethane (F2-TCNQ) is challenging from the theoretical viewpoint. First, the very small size of the F2-TCNQ molecule implies high reorganization energy that seems incompatible with efficient charge transport. Second, it is not clear why the crystals of a similar compound, 7,7,8,8-tetracyanoquinodimethane (TCNQ), show an inefficient hopping electron transport mechanism. To address these issues, we apply DFT and QM/MM calculations to the Fn-TCNQ (n = 0,2,4) crystal series. We show that multidimensional intermolecular charge delocalization is of key importance for efficient charge transport in materials consisting of small-sized molecules, and commonly used guidelines for the search for high-mobility organic semiconductors are to be corrected.

Highlights

  • Organic electronics requires materials with efficient charge transport, i.e. high charge mobility m

  • We show that while l is large in the Fn-TCNQ isolated molecules, in the TCNQ and F2-TCNQ crystals it is strongly reduced due to intermolecular charge delocalization, making efficient charge transport possible

  • To estimate the impact of the intermolecular charge delocalization on l, we propose the following original approach based on quantum mechanical/molecular mechanical method (QM/molecular mechanics (MM))

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Summary

Introduction

Organic electronics requires materials with efficient charge transport, i.e. high charge mobility m. Only several organic semiconductors (OSCs) with m 4 1 cm[2] (V s)À1 have been discovered.[1] It is commonly considered that charge transport in OSCs is determined by the interplay of two factors.[2,3,4] The first factor is charge carrier delocalization over several molecules (‘‘sites’’) due to the electronic coupling between them; this coupling is commonly described with transfer integrals J. The opposite factor is charge localization at one site due to the electron–phonon coupling. In high-mobility OSCs, non-local electron–phonon coupling related to the modulation of J by vibrations plays a significant role.[3] Delocalization can enable coherent band-like charge transport with high m.2,3 In high-mobility OSCs, non-local electron–phonon coupling related to the modulation of J by vibrations plays a significant role.[3]

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