2022
DOI: 10.1002/est2.400
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Density functional theory calculations of electronic structure and thermoelectric properties of K‐based double perovskite materials

Abstract: Structural parameters, elastic constants, electronic band structures, and thermoelectric properties of K 2 ABF 6 (A = Ag, Na, B = Rh, Pd, Ni, Nb, Ru, Ti) materials at zero pressure and elevated temperatures have been studied. The computations have been presented within the density functional theory using the Cambridge Serial Total Energy Package code. Special attention has been given to the thermoelectric properties of the studied materials for K-based double perovskite materials. The obtained results are gene… Show more

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Cited by 27 publications
(3 citation statements)
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“…The Thomas Charpin approach is employed to obtain the values of the elastic constant Cij [45]. The cubic structure must satisfy the Born and Huang criterion, which is as follows, in order to be mechanically stable; [46].…”
Section: Elastic Propertiesmentioning
confidence: 99%
“…The Thomas Charpin approach is employed to obtain the values of the elastic constant Cij [45]. The cubic structure must satisfy the Born and Huang criterion, which is as follows, in order to be mechanically stable; [46].…”
Section: Elastic Propertiesmentioning
confidence: 99%
“…In the oxide family, La 2‐x Sr x CuO 4 may be a prominent candidate for thermoelectric cooling applications below room temperature 7 . Here, it is important to mention that the thermoelectric properties of a material depend on a dimensionless parameter termed ‘figure of merit ( ZT )’ 8,9 . The figure of merit is a function of three mutually coupled physical quantities, that is, electrical conductivity ( σ ), thermo‐power ( S ) and thermal conductivity ( λ ) as: ZT=S2σT/λ.…”
Section: Introductionmentioning
confidence: 99%
“…7 Here, it is important to mention that the thermoelectric properties of a material depend on a dimensionless parameter termed 'figure of merit (ZT)'. 8,9 The figure of merit is a function of three mutually coupled physical quantities, that is, electrical conductivity (σ), thermo-power (S) and thermal conductivity (λ) as: ZT ¼ S 2 σT=λ. However, the total thermal conductivity may be separated into the electronic (λ el ) and lattice contributions of thermal conductivity (λ ph ) by: λ T ð Þ ¼λ ph þ λ el .…”
Section: Introductionmentioning
confidence: 99%