Analysing cation-modified magnetic perovskites A 2 SnFeO 6 (A = Ca, Ba): a DFT study

Self-consistent DFT-based structural optimizations for understanding the cation effect on various properties of A SnFeO (A = Ca, Ba) perovskites have been figured out in this study. The two-dimensional spin-polarized band structures, along with their corresponding density of states within the mix of...

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Bibliographic Details
Published inRSC advances Vol. 11; no. 44; pp. 27499 - 27511
Main Authors Khandy, Saveer Ahmad, Gupta, Dinesh C
Format Journal Article
LanguageEnglish
Published England 09.08.2021
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Summary:Self-consistent DFT-based structural optimizations for understanding the cation effect on various properties of A SnFeO (A = Ca, Ba) perovskites have been figured out in this study. The two-dimensional spin-polarized band structures, along with their corresponding density of states within the mix of two calculation schemes Perdew-Burke-Ernzerhof Generalized Gradient Approximation (PBE-GGA) and Hubbard correlation correction (PBE + ), strongly appeals its half-metallic nature, which has been discussed in detail. The perfect occurrence of the half-metallic nature with high-spin subsystem corresponds to a metal-type spectrum and in contrast to the opposite-spin claims semiconducting behaviour. The effect of significant spin-polarisation creates a ferromagnetism of total 4 ( ) mostly arising at (Fe). The induced magnetism of oxygen atoms is due to the overlapping between Fe-3d-O-2p orbitals. The mechanical strength is characterized from cubic elastic parameters that decide the capability of these materials against various external distortion forces displaying brittle nature. Apart from this, the semi-classical Boltzmann transport theory embedded in BoltzTraP package has been keenly addressed to turn out Seebeck coefficients, electrical and lattice thermal conductivities. The overall study creates a significant momentum in connection with the development of unlocking spintronics, spin dynamics and energy harvesting applications.
ISSN:2046-2069
2046-2069
DOI:10.1039/D1RA03527D