Abstract:The stability of possible termination structures for the (010) surface of forsterite, M g2SiO4, is studied using a density functional theory (DFT) based thermodynamic approach. The DFT calculations are used to estimate the surface Gibbs free energy of various surface structures and compare their stability as a functions of the chemical environment. Among 9 possible terminations, the SiO-II, M2, O-II terminations are found to be most stable as conditions range from Mg-poor to Mg-rich. This relative stability or… Show more
“…The entropy's contributions and the pressure-volume work to their respective Gibbs free energy can be safely ignored. [40][41][42] We will also ignore the vibration in our DFT calculation because its contributions can easily be disregarded. 40,41 Therefore, the Gibbs free energies are considered as total energies of orthorhombic ZnWO 4 per formula, which can be obtained from our DFT calculation:…”
Section: Thermodynamic Stabilitymentioning
confidence: 99%
“…Here, DG(T,p) is the temperature-dependent variation of Gibbs free energy of oxygen when at standard pressure p 0 , available from thermodynamic Tables. [39][40][41] The last term is…”
The ZnWO4 (010) surface termination stability is studied using a density functional theory-based thermodynamic approach. The stability phase diagram shows that O-Zn, DL-W, and DL-Zn terminations of ZnWO4 (010) can be stabilized.
“…The entropy's contributions and the pressure-volume work to their respective Gibbs free energy can be safely ignored. [40][41][42] We will also ignore the vibration in our DFT calculation because its contributions can easily be disregarded. 40,41 Therefore, the Gibbs free energies are considered as total energies of orthorhombic ZnWO 4 per formula, which can be obtained from our DFT calculation:…”
Section: Thermodynamic Stabilitymentioning
confidence: 99%
“…Here, DG(T,p) is the temperature-dependent variation of Gibbs free energy of oxygen when at standard pressure p 0 , available from thermodynamic Tables. [39][40][41] The last term is…”
The ZnWO4 (010) surface termination stability is studied using a density functional theory-based thermodynamic approach. The stability phase diagram shows that O-Zn, DL-W, and DL-Zn terminations of ZnWO4 (010) can be stabilized.
“…9 We construct a series iron contained olivine surface slabs based on two types (Figure . 5) most possible exposed surface terminations one type with M 2 site exposed and another type with M 1 site exposed based on our previous studies. 22 The M 2 exposed type of surfaces are relative more flat than the M 1 exposed ones, no matter the iron atoms are on the top or not.…”
Olivine is involved in many natural reactions and industrial reactions as a catalyst.The catalytic ability is highly possible rely on the F e 2+ in olivine. We use density functional theory calculation and thermodynamics to investigate the site preference of Fe atom in olivine which composition from iron-rich to iron-poor and its surfaces. The F e 2+ always shows its high spin (quintet) state which has larger ion radius than M g 2+ in olivine crystal and surfaces. The F e 2+ inside the surface slab prefers the smaller M1 site than M2 site by enlarge the metal-oxygen octahedra when occupied the metal site as in the bulk system. Energy contribution of entropies accumulation caused temperature raise stops this preference at the temperature where a cation order-disorder distribution energy crossover happen in olivine. Surface exposed site provide F e 2+ large space due its unsaturated nature. This lead a higher level of preference of F e 2+ to the surface site than any metal site inside the crystal no matter M1 or M2 site is exposed. This indicate the F e 2+ in the bulk system can diffuse to a metal site exposed on the surface driven by the energy difference. Many reactions can use the on surface F e 2+ as a catalyst because of the active chemical behavior of Fe. Meanwhile this energetics preference should be
“…The surface Gibbs free energy can determine the stability of a surface as a function of environmental conditions. 28 The surface Gibbs free energy Ω (SnWO 4 ) could be represented via the formula, 28–31 Here, is the total Gibbs free energy of the α-SnWO 4 (010) slab. The μ i (i = Sn, W, O) is the chemical potential of Sn, W, and O.…”
The coordination environment of the photocatalytic active sites is determined by the type of surface termination on the α-SnWO4 semiconductor. However, the stability of these surface terminations has not been...
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