2019
DOI: 10.1016/j.actamat.2019.02.031
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Doping α-Al2O3 to reduce its hydrogen permeability: Thermodynamic assessment of hydrogen defects and solubility from first principles

Abstract: Doping #-Al2O3 to reduce its hydrogen permeability: thermodynamic assessment of hydrogen defects and solubility from first principlesThe MIT Faculty has made this article openly available. Please share how this access benefits you. Your story matters. CitationSomjit, Vrindaa and Bilge Yildiz. "Doping α-Al2O3 to reduce its hydrogen permeability: thermodynamic assessment of hydrogen defects and solubility from first principles.

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Cited by 29 publications
(15 citation statements)
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“…The results for the formation energies are in reasonable agreement with the HSE functional calculations of Na-Phattalung et al [10], which further signifies the conclusions of Somjit and Yildiz [41] regarding applicability of GGA-PBE functional for the purpose of defect thermodynamics in alumina. Not surprisingly, under Al-rich conditions, the formation energy of oxygen vacancy is lowest amongst these defects; therefore, VO is expected to form in considerable concentrations upon sintering at the lowest limits of oxygen partial pressure.…”
Section: Resultssupporting
confidence: 87%
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“…The results for the formation energies are in reasonable agreement with the HSE functional calculations of Na-Phattalung et al [10], which further signifies the conclusions of Somjit and Yildiz [41] regarding applicability of GGA-PBE functional for the purpose of defect thermodynamics in alumina. Not surprisingly, under Al-rich conditions, the formation energy of oxygen vacancy is lowest amongst these defects; therefore, VO is expected to form in considerable concentrations upon sintering at the lowest limits of oxygen partial pressure.…”
Section: Resultssupporting
confidence: 87%
“…1. The fermi energy is set to 0 eV, representing the highest occupied level, and the calculated band gap of the pure crystal is found to be 6.17 eV, with the enthalpy of formation (T = 0 K) being -14.97 eV, which are in agreement with prior theoretical studies using GGA-PBE functional [41,44]. The discrepancy between the calculated and experimental band gap is due to the used functional, which is a well-established shortcoming of DFT [45], however, given that the levels have a systematic error, makes it possible to interpret the data efficiently, by considering appropriate band edges and referencing fermi level to a common potential rather than valence band maximum [46].…”
Section: Resultssupporting
confidence: 80%
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