2014
DOI: 10.1063/1.4858464
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Anisotropy of singlet exciton diffusion in organic semiconductor crystals from ab initio approaches

Abstract: Due to its importance for the function of organic optoelectronic devices, accurate simulations of the singlet exciton diffusion are crucial to predict the performance of new materials. We present a protocol which allows for the efficient directional analysis of exciton transport with high-level ab initio methods. It is based on an alternative to the frequently employed rate equation since the latter was found to be erroneous in some cases. The new approach can be used in combination with the master equation wh… Show more

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Cited by 37 publications
(83 citation statements)
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References 97 publications
(96 reference statements)
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“…Therefore, the exciton transport in anthracene crystals is expected to take place in the incoherent regime, in agreement with several theoretical and experimental studies. [30,31,57,58] For DCVSN5 we estimate instead λ to be 0.328 eV, a figure comparable with the excitonic coupling along the antiparallel π-stacked pair (-0.200 eV) and for which one cannot assume incoherent hopping as the transport mechanism (see below).…”
Section: Local Exciton-phonon Couplingmentioning
confidence: 93%
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“…Therefore, the exciton transport in anthracene crystals is expected to take place in the incoherent regime, in agreement with several theoretical and experimental studies. [30,31,57,58] For DCVSN5 we estimate instead λ to be 0.328 eV, a figure comparable with the excitonic coupling along the antiparallel π-stacked pair (-0.200 eV) and for which one cannot assume incoherent hopping as the transport mechanism (see below).…”
Section: Local Exciton-phonon Couplingmentioning
confidence: 93%
“…The strongest excitonic interactions take place between adjacent molecules in the ab plane. [28,30] The electronic structure origin of the excitonic coupling fluctuation was previously…”
Section: Methodsmentioning
confidence: 99%
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“…In this case, the EET rate can be described by a Golden Rule expression which has already been applied successfully to such processes in the past. [6][7][8] k EET = 2π in the electronic ground state with vibronic wave function Ψ AL and energy E AL , etc. The delta distribution term ensures that only energy-conserving processes contribute to the EET rate.…”
Section: The Energy Transfer Ratementioning
confidence: 99%
“…[2] A more profound understanding of these and other parameters influencing the disorder is needed to rationally design materials with favorable transport properties because small energetic disorder is decisive for efficient exciton and charge transport in molecular semiconducting thin films of optoelectronic devices. [8][9][10] Computational chemistry provides ideal tools to deepen the understanding of the origin of disorder in organic semiconducting materials because the DOS is directly accessible from the calculations. Furthermore, it is in silico also possible to extend the disorder concept to interfaces between 2 semiconducting phases, where optical absorption measurements as well as investigations of charge carrier mobilities are experimentally barely feasible.…”
mentioning
confidence: 99%