2018
DOI: 10.1021/acs.nanolett.8b04276
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How Lattice and Charge Fluctuations Control Carrier Dynamics in Halide Perovskites

Abstract: Here we develop a microscopic approach aimed at the description of a suite of physical effects related to carrier transport in, and the optical properties of, halide perovskites. Our theory is based on the description of the nuclear dynamics to all orders and goes beyond the common assumption of linear electron-phonon coupling in describing the carrier dynamics and band gap characteristics.When combined with first-principles calculations and applied to the prototypical MAPbI3 system, our theory explains seemin… Show more

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Cited by 127 publications
(138 citation statements)
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“…[124] Theoretical models clearly need to take the dynamic fluctuations of HaPs fully into account. As has been shown recently by some of us, [161] Furthermore, recent results and analysis on the emission Stokes shift in HaPs point to similar conclusions: [162] while the optical phonon energy of CsPbBr3 is similar to that of CdTe, and thus the phonon occupation at RT is essentially the same, the T-dependence of the Stokes shift in hybrid and all-inorganic HaPs cannot be explained within a purely harmonic phonon model, in contrast to what is the case for CdTe.…”
Section: Charge-carrier Scattering and Mobilitiessupporting
confidence: 52%
“…[124] Theoretical models clearly need to take the dynamic fluctuations of HaPs fully into account. As has been shown recently by some of us, [161] Furthermore, recent results and analysis on the emission Stokes shift in HaPs point to similar conclusions: [162] while the optical phonon energy of CsPbBr3 is similar to that of CdTe, and thus the phonon occupation at RT is essentially the same, the T-dependence of the Stokes shift in hybrid and all-inorganic HaPs cannot be explained within a purely harmonic phonon model, in contrast to what is the case for CdTe.…”
Section: Charge-carrier Scattering and Mobilitiessupporting
confidence: 52%
“…27 Notably, this is in agreement with previous findings, which studied the nuclear motion contributing to the central peak in the CsPbBr3 Raman spectrum 16 and quantified the correlation length of the disorder potential in MAPbI3 using classical MD. 37 The presence of such a shortrange correlated disorder potential in HaPs is peculiar since strongly anharmonic nuclear motions and disorder effects were reported for these systems at room temperature, [13][14][15][16][17][18][19][20][21][22][23][24][25] which may be suspected to perturb the electronic disorder in a profound way.…”
Section: Discussionmentioning
confidence: 99%
“…This approach has been successfully applied to the 3D HOIPs, in order to study a variety of effects including the Rashba splitting, 25,26 the dependence of electronic properties on the atomic structure, 27,30 and dynamic properties. 31 The parameters of our tight-binding model are determined from a single DFT calculation on the cubic crystal structure; for simplicity, we perform calculations on CsPbI 3 , whose lattice constant is very similar to that of cubic MAPbI 3 and NH 4 PbI 3 (all between 6.2 − 6.3 Å). DFT calculations were performed using Quantum Espresso 32 with the PBE exchange correlation functional 33 and tight-binding matrix elements were determined using the Wannier90 code.…”
mentioning
confidence: 99%