2017
DOI: 10.1002/qua.25351
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Investigation of structural, magneto‐electronic, and thermoelectric response of ductile SnAlO3 from high‐throughput DFT calculations

Abstract: Successfully optimized calculations for the stability of SnAlO3 perovskite in its paramagnetic phase and various structural parameters have been figured out in this study. Structural stability and ductile character is reflected from the calculated elastic constants and mechanical properties. Moreover, the melting temperature of the present material has also been calculated. We have discussed in detail, the ground state electronic band structure and paramagnetic character. In addition, the Boltzmann's transport… Show more

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Cited by 43 publications
(18 citation statements)
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References 38 publications
(103 reference statements)
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“…To determine the variation of Debye temperature and Gruneisen parameter w.r.t. temperature, Gibbs2 code is used. In this method the Gibbs function ( G* ) is solved within quasi‐harmonic Debye approximation and expressed as; G*()V,P,T=E()V+P()V+Fvib();θD()VT where Fvib();θD()VT=NKBT[]9θD8T+3ln()1eθDTD()θDT is the vibrational term, E ( V ) the total energy, P ( V ) the hydrostatic pressure, θ D ( V ) the Debye temperature, D()θDT the Debye integral, N the number of atoms per formula unit, k B the Boltzmann's constant, respectively.…”
Section: Computational Detailsmentioning
confidence: 99%
See 1 more Smart Citation
“…To determine the variation of Debye temperature and Gruneisen parameter w.r.t. temperature, Gibbs2 code is used. In this method the Gibbs function ( G* ) is solved within quasi‐harmonic Debye approximation and expressed as; G*()V,P,T=E()V+P()V+Fvib();θD()VT where Fvib();θD()VT=NKBT[]9θD8T+3ln()1eθDTD()θDT is the vibrational term, E ( V ) the total energy, P ( V ) the hydrostatic pressure, θ D ( V ) the Debye temperature, D()θDT the Debye integral, N the number of atoms per formula unit, k B the Boltzmann's constant, respectively.…”
Section: Computational Detailsmentioning
confidence: 99%
“…The optimization of the relaxed structure is first achieved by PBE-GGA method and the same relaxed structure is used to calculate the elastic parameters by using the cubic elastic code. 22,23 To determine the variation of Debye temperature and Gruneisen parameter w.r.t. temperature, Gibbs2 code 23 is used.…”
Section: Computational Detailsmentioning
confidence: 99%
“…The materials with high melting temperature are highly desired as they are stable over a wider range of temperature. The melting temperature can be obtained using the relation , T m = [553 + 5.11(C 11 ± 300)] with a standard error of ±300 . The calculated melting temperature suggests its stability over a wide range of temperature.…”
Section: Elastic Propertiesmentioning
confidence: 99%
“…The melting temperature can be obtained using the relation, T m = [553 + 5.11(C 11 ± 300)] with a standard error of ±300. 51,52 The calculated melting temperature suggests its stability over a wide range of temperature.…”
Section: Elastic Propertiesmentioning
confidence: 99%
“…Lead perovskite materials have drawn significant attention of researchers because of the high ability to convert the energy from the sun to electricity as compared to silicon materials. In the other fields of research, the perovskites have been widely applied in electrodes [15], high temperature superconductors [16], wearable electronics [17], optoelectronics (sensors, LEDs) [16,18], fuel cells and as oxygen carriers [19,20] and thermoelectric materials [21]. The toxicity issue of lead among other issues has been a challenge in commercializing the lead perovskites and so banned from numerous technical applications in many countries [13,22].…”
Section: Introductionmentioning
confidence: 99%