First-Principles Study on Structural and Thermoelectric Properties of Al- and Sb-Doped Mg2Si

被引:0
作者
Naomi Hirayama
Tsutomu Iida
Hiroki Funashima
Shunsuke Morioka
Mariko Sakamoto
Keishi Nishio
Yasuo Kogo
Yoshifumi Takanashi
Noriaki Hamada
机构
[1] Tokyo University of Science,Department of Materials Science and Technology, Faculty of Industrial Science and Technology
[2] Osaka University,School of Engineering Science
[3] Tokyo University of Science,Department of Physics, Faculty of Science and Technology
来源
Journal of Electronic Materials | 2015年 / 44卷
关键词
Thermoelectric effect; magnesium silicide; first-principles calculation; pseudopotential method; full-potential linearized augmented-plane-wave method; Seebeck coefficient;
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摘要
We theoretically investigate the structural and thermoelectric properties of magnesium silicide (Mg2Si) incorporating Al or Sb atoms as impurities using first-principles calculations. We optimized the structural properties through variable-cell relaxation using a pseudopotential method based on density functional theory. The result indicates that the lattice constant can be affected by the insertion of impurity atoms into the system, mainly because the ionic radii of these impurities differ from those of the matrix constituents Mg and Si. We then estimate, on the basis of the optimized structures, the site preferences of the impurity atoms using a formation energy calculation. The result shows a nontrivial concentration-dependence of the site occupation, such that Al tends to go into the Si, Mg, and interstitial sites with comparable formation energies at low doping levels (<2 at.%); it can start to substitute for the Mg sites preferentially at higher doping levels (<4 at.%). Sb, on the other hand, shows a strong preference for the Si sites at all impurity concentrations. Furthermore, we obtain the temperature-dependence of the thermoelectromotive force (Seebeck coefficient) of the Al- and Sb-doped Mg2Si using the full-potential linearized augmented-plane-wave method and the Boltzmann transport equation.
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页码:1656 / 1662
页数:6
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