2021
DOI: 10.1021/acs.jpclett.1c00619
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Limits to Electrical Mobility in Lead-Halide Perovskite Semiconductors

Abstract: Semiconducting polycrystalline thin films are cheap to produce and can be deposited on flexible substrates, yet high-performance electronic devices usually utilize single-crystal semiconductors, owing to their superior charge-carrier mobilities and longer diffusion lengths. Here we show that the electrical performance of polycrystalline films of metal-halide perovskites (MHPs) approaches that of single crystals at room temperature. Combining temperature-dependent terahertz conductivity measurements and ab init… Show more

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Cited by 49 publications
(53 citation statements)
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“…[27,62] Given that charge-carrier localization has been shown to depend on the dimension of a system, [21,73,86,87] with lower-dimensional systems having faster localization with lower or nonexistent energetic barriers, this finding agrees well with the theoretical predictions. However, we note that the effect is quite small, that is, we do not see an order-of-magnitude change in localization rate, and this could be linked to the general low electronic dimensionality of silverbismuth materials, [21,55,88] which might dominate over any changes in structural dimensionality.…”
Section: (10 Of 15)mentioning
confidence: 71%
“…[27,62] Given that charge-carrier localization has been shown to depend on the dimension of a system, [21,73,86,87] with lower-dimensional systems having faster localization with lower or nonexistent energetic barriers, this finding agrees well with the theoretical predictions. However, we note that the effect is quite small, that is, we do not see an order-of-magnitude change in localization rate, and this could be linked to the general low electronic dimensionality of silverbismuth materials, [21,55,88] which might dominate over any changes in structural dimensionality.…”
Section: (10 Of 15)mentioning
confidence: 71%
“…In Figure 6a, we show the isokinetic prefactor σ 00 as a function of the reciprocal of T iso as obtained from Figure 1, and approximate the relationship between the two constants [47] E k T σ σ = ′ − ln ln 00 00 n B iso (5) where 00 σ ′ and E n are empirical constants that we will explain below. The proton conductivity in Figure 6 follows Equation (5) (shown as the solid fitting line), as observed previously in semiconductors, [48] and in the proton conductivity in minerals.…”
Section: Tuning the Isokinetic Temperature According To Mnrmentioning
confidence: 99%
“…proton-conducting electrolytes for intermediate temperature (450-700 °C) protonconducting ceramic fuel cells (IT-PCFCs). [1][2][3][4][5][6][7] Fully understanding the proton transport mechanisms is vital for the improvement of proton conductivity. To form protonic defects, BaMO 3 is doped with trivalent elements to create oxygen vacancies.…”
mentioning
confidence: 99%
“…Of polycrystalline film (not single-crystal) [62,[73][74][75] ; f ) At high frequency avoiding ionic diffusion; [76,77] g) Density-of-state at conduction band and valence band [78] ; h) Bimolecular recombination coefficient [66] ; i) Auger recombination coefficient [79] ; j)…”
Section: Impact Of Grain Boundary Recombination To Qflsmentioning
confidence: 99%