2017
DOI: 10.1021/acsnano.7b04116
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Collective Molecular Mechanisms in the CH3NH3PbI3 Dissolution by Liquid Water

Abstract: The origin of the dissolution of methylammonium lead trihalide (MAPI) crystals in liquid water is clarified by finite-temperature molecular dynamics by developing a MYP-based force field (MYP1) for water-MAPI systems. A thermally activated process is found with an energy barrier of 0.36 eV consisting of a layer-by-layer degradation with generation of inorganic PbI films and solvation of MA and I ions. We rationalize the effect of water on MAPI by identifying a transition from a reversible absorption and diffus… Show more

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Cited by 84 publications
(99 citation statements)
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“…Classical molecular dynamics (MD) makes it possible to simulate large‐scale models of MAPbI 3 including point‐defects and GBs. Interatomic forces of MAPbI 3 can be modeled by the MYP force field developed by Mattoni et al [ 49,50 ] which have been successfully applied to study vibrations and thermodynamic properties of MAPbI 3 , degradation in water [ 51,52 ] as well as diffusion of point‐defects. [ 6 ] Here, we apply MD to simulate the diffusion of one iodine vacancy (i.e., the most mobile point defect in MAPbI 3 [ 6 ] ) in presence of the Σ5/(102) grain boundary, i.e., a prototypical boundary in MAPbI 3 forming along the (102) crystallographic plane with 53.1° tilt angle.…”
Section: Resultsmentioning
confidence: 99%
“…Classical molecular dynamics (MD) makes it possible to simulate large‐scale models of MAPbI 3 including point‐defects and GBs. Interatomic forces of MAPbI 3 can be modeled by the MYP force field developed by Mattoni et al [ 49,50 ] which have been successfully applied to study vibrations and thermodynamic properties of MAPbI 3 , degradation in water [ 51,52 ] as well as diffusion of point‐defects. [ 6 ] Here, we apply MD to simulate the diffusion of one iodine vacancy (i.e., the most mobile point defect in MAPbI 3 [ 6 ] ) in presence of the Σ5/(102) grain boundary, i.e., a prototypical boundary in MAPbI 3 forming along the (102) crystallographic plane with 53.1° tilt angle.…”
Section: Resultsmentioning
confidence: 99%
“…This MD result is consistent with the YD prediction, θ YD = 0°. In fact, complete wetting is expected when Δ W > 0.17 N m −1 , and the adhesion energy of water on MAPI, Δ W ≈ 0.2 N m −1 is beyond this threshold . At the molecular level the origin of this large adhesion energy can be attributed to the strong PbO bond between water oxygen and lead atoms at the MAPI surface .…”
Section: Resultsmentioning
confidence: 99%
“…The YD equation gives the contact angle θ YD as a function of the solid–gas γ S , solid–liquid, γ SL , and liquid–gas, γ L , interface energies (see Figure , top) ascosθYD=γnormalSγSLγnormalLThe equation can be expressed also in terms of the liquid/solid wetting energy Δ W via the relation γ SL = γ L + γ S − Δ W asθYD=arccosγLnormalΔWγLΔ W and γ L in Equation can be obtained by atomistic simulations of planar surfaces and interfaces . Alternatively, the contact angle can be obtained by direct (finite temperature) simulations of a drop deposited on the surface, θ MD .…”
Section: Resultsmentioning
confidence: 99%
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“…[10][11][12] Several recent studies devoted to revealing the interaction mechanism between perovskites and water [13][14][15] have pointed out that weak interactions between the organic and inorganic constituents,p articularly at the surface of the perovskite,l ead to their rapid decomposition upon exposure to H 2 O. [16][17][18][19] To avoid this issue,b oth bulk perovskites and perovskite nanocrystals (PNCs) were synthesized in organic solvents,s uch as N,N-dimethylformamide (DMF) and dimethyl sulfoxide (DMSO) in the presence of hydrophobic organic ligands, [20][21][22][23][24] which help to provide basic protection from moisture. [25][26][27][28] Methods to further enhance their protection from aqueous environment include surface encapsulation with dense layers of polymers, [29][30][31] SiO 2 , [32,33] Al 2 O 3 , [34,35] and ZnO.…”
mentioning
confidence: 99%