2020
DOI: 10.1021/acs.jpcc.0c04594
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Local Distortions and Dynamics in Hydrated Y-Doped BaZrO3

Abstract: Y-doped BaZrO 3 is a promising proton conductor for intermediate temperature solid oxide fuel cells. In this work, a combination of static DFT calculations and DFT based molecular dynamics (DFT-MD) was used to study proton conduction in this material. Geometry optimizations of 100 structures with a 12.5% dopant concentration allowed us to identify a clear correlation between the bending of the metal–oxygen–metal angle and the energies of the simulated cells. Depending on the type of bend… Show more

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Cited by 18 publications
(19 citation statements)
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“…At an atomistic scale, simulations have represented chemical expansion by point defect-induced strain tensors with locally anisotropic behavior possible even in nominally cubic systems. 23,24 In noncubic systems, anisotropic strains can be observed on a single-crystal or local grain level. 25−27 In such cases, the volumetric chemical expansivity would be the sum of the linear CCEs along the three orthogonal directions.…”
Section: Introductionmentioning
confidence: 99%
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“…At an atomistic scale, simulations have represented chemical expansion by point defect-induced strain tensors with locally anisotropic behavior possible even in nominally cubic systems. 23,24 In noncubic systems, anisotropic strains can be observed on a single-crystal or local grain level. 25−27 In such cases, the volumetric chemical expansivity would be the sum of the linear CCEs along the three orthogonal directions.…”
Section: Introductionmentioning
confidence: 99%
“…Phenomenologically, the linear chemical strain (ε C ) is often found to be proportional to the change in defect concentration (Δ­[(OH) O • ] for the hydration reaction, with units of concentration per formula unit) by the linear coefficient of chemical expansion (CCE), as shown in eq Macroscopically, in randomly oriented polycrystalline materials, the scalar treatment of the CCE is appropriate. At an atomistic scale, simulations have represented chemical expansion by point defect-induced strain tensors with locally anisotropic behavior possible even in nominally cubic systems. , In noncubic systems, anisotropic strains can be observed on a single-crystal or local grain level. In such cases, the volumetric chemical expansivity would be the sum of the linear CCEs along the three orthogonal directions. The chemical stress associated with all of these chemical strains can be large enough to cause mechanical failure such as cracking and delamination within devices where components are constrained and/or experiencing nonuniform defect concentrations. , This effect can be particularly pronounced in proton conductors, compared to oxygen loss in mixed oxide ion and electronic conductors, as hydration-induced lattice strains of up to 1% have been reported. , Therefore, there is interest in quantifying CCEs for the purposes of device design and modeling as well as in understanding chemical and structural design rules for rationally tailoring CCEs to optimize the components’ chemomechanical response.…”
Section: Introductionmentioning
confidence: 99%
“…While DFT geometry optimizations find zero temperature structures, recent DFT molecular dynamics simulations at proton conduction temperatures (500−1000 K) retain significant octahedral tilting. 30 , the higher energy intraoctahedral move in the study, suggesting that tilting is critical to proton conduction mechanism in the absence of an oxygen vacancy.…”
Section: ■ Resultsmentioning
confidence: 68%
“…While considering structural aspects, the defects and local distortions must be included in the discussion in perovskites, as they are directly related to proton mobility [213]. Defect engineering is always mentioned as a suitable approach to manipulate proton conductivity of perovskites such as SrZrO 3 (SZO), CaZrO 3 (CZO), and BZO [207].…”
Section: Theoretical Studies On Bzo Proton Conductormentioning
confidence: 99%
“…These parameters have facilitated to re-calculate of the primary energy barrier for proton diffusion in BZY that manifests a very consistent experimental value [234]. Local distortion and dynamics were further explored by DFT-based MD simulations [213]. To further visualize the success of DFTbased MD studies to determine the proton diffusion coe cient, one may refer to the temperature-dependent proton diffusion coe cient for BZO (Fig.…”
Section: Studiesmentioning
confidence: 99%