paper

Thermoelectric properties, efficiency and thermal expansion of ZrNiSn half-Heusler by first-principles calculations

arXiv:1911.05680 · doi:10.1088/1361-648X/ab8b9e

Abstract

In this work, we try to understand the experimental thermoelectric (TE) properties of a ZrNiSn sample with DFT and semiclassical transport calculations using SCAN functional. SCAN and mBJ provide the same band gap of 0.54 eV. This is found to be inadequate to explain the experimental data. The better explanation of experimental Seebeck coefficient is done by considering of 0.18 eV which suggests the non-stoichiometry and/or disorder in the sample. Further improvement in the is done by the inclusion of temperature dependence on chemical potential. In order to look for the possible enhanced TE properties obtainable in ZrNiSn with of 0.54 eV, power factor and optimal carrier concentrations are calculated. The optimal electron and hole concentrations required to attain highest power factors are 7.6x10 cm and 1.5x10 cm, respectively. The maximum figure of merit calculated at 1200 K for n-type and p-type ZrNiSn are 0.6 and 0.7, respectively. The % efficiency obtained for n-type ZrNiSn is 5.1 % while for p-type ZrNiSn is 6.1 %. The are expected to be further enhanced to 1.2 (n-type) and 1.4 (p-type) at 1200 K by doping with heavy elements for thermal conductivity reduction. The phonon properties are also studied by calculating dispersion, total and partial density of states. The calculated Debye temperature of 382 K is in good agreement with experimental value of 398 K. The thermal expansion behaviour in ZrNiSn is studied under quasi-harmonic approximation. The average linear thermal expansion coefficient of 7.8x10 K calculated in our work is quite close to the experimental values.

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