Density functional study for crystalline structures and electronic properties of Si sub(1-x) Sn sub(x) binary alloys
We have carried out density functional theory (DFT) calculation for Si sub(1-x) Sn sub(x) alloy and investigated the effect of the displacement of Si and Sn atoms with strain relaxation on the lattice constant and E- k dispersion. We calculated the formation probabilities for all atomic configuratio...
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Veröffentlicht in: | Japanese Journal of Applied Physics 2016-08, Vol.55 (8), p.08PE04-08PE04 |
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container_title | Japanese Journal of Applied Physics |
container_volume | 55 |
creator | Nagae, Yuki Kurosawa, Masashi Shibayama, Shigehisa Araidai, Masaaki Sakashita, Mitsuo Nakatsuka, Osamu Shiraishi, Kenji Zaima, Shigeaki |
description | We have carried out density functional theory (DFT) calculation for Si sub(1-x) Sn sub(x) alloy and investigated the effect of the displacement of Si and Sn atoms with strain relaxation on the lattice constant and E- k dispersion. We calculated the formation probabilities for all atomic configurations of Si sub(1-x) Sn sub(x) according to the Boltzmann distribution. The average lattice constant and E- k dispersion were weighted by the formation probability of each configuration of Si sub(1-x) Sn sub(x). We estimated the displacement of Si and Sn atoms from the initial tetrahedral site in the Si sub(1-x) Sn sub(x) unit cell considering structural relaxation under hydrostatic pressure, and we found that the breaking of the degenerated electronic levels of the valence band edge could be caused by the breaking of the tetrahedral symmetry. We also calculated the E- k dispersion of the Si sub(1-x) Sn sub(x) alloy by the DFT+U method and found that a Sn content above 50% would be required for the indirect-direct transition. |
doi_str_mv | 10.7567/JJAP.55.08PE04 |
format | Article |
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We calculated the formation probabilities for all atomic configurations of Si sub(1-x) Sn sub(x) according to the Boltzmann distribution. The average lattice constant and E- k dispersion were weighted by the formation probability of each configuration of Si sub(1-x) Sn sub(x). We estimated the displacement of Si and Sn atoms from the initial tetrahedral site in the Si sub(1-x) Sn sub(x) unit cell considering structural relaxation under hydrostatic pressure, and we found that the breaking of the degenerated electronic levels of the valence band edge could be caused by the breaking of the tetrahedral symmetry. 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We calculated the formation probabilities for all atomic configurations of Si sub(1-x) Sn sub(x) according to the Boltzmann distribution. The average lattice constant and E- k dispersion were weighted by the formation probability of each configuration of Si sub(1-x) Sn sub(x). We estimated the displacement of Si and Sn atoms from the initial tetrahedral site in the Si sub(1-x) Sn sub(x) unit cell considering structural relaxation under hydrostatic pressure, and we found that the breaking of the degenerated electronic levels of the valence band edge could be caused by the breaking of the tetrahedral symmetry. We also calculated the E- k dispersion of the Si sub(1-x) Sn sub(x) alloy by the DFT+U method and found that a Sn content above 50% would be required for the indirect-direct transition.</abstract><doi>10.7567/JJAP.55.08PE04</doi></addata></record> |
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source | IOP Publishing Journals; Institute of Physics (IOP) Journals - HEAL-Link |
subjects | Breaking Dispersion Displacements (lattice) Electronics Formations Lattice parameters Mathematical analysis Unit cell |
title | Density functional study for crystalline structures and electronic properties of Si sub(1-x) Sn sub(x) binary alloys |
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