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First-principles calculations of the II-VI semiconductor $\beta$-HgS: Metal or semiconductor

Relativistic all-electron full-potential first-principles calculations have been performed in order to study the symmetry of the energy levels around the valence band maximum in the zinc blende II-VI semiconductors $\beta$-HgS, HgSe, and HgTe. It is demonstrated that in general, an inverted band-str...

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Autor principal: Delin, A
Lenguaje:eng
Publicado: 2002
Materias:
XX
Acceso en línea:http://cds.cern.ch/record/646471
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author Delin, A
author_facet Delin, A
author_sort Delin, A
collection CERN
description Relativistic all-electron full-potential first-principles calculations have been performed in order to study the symmetry of the energy levels around the valence band maximum in the zinc blende II-VI semiconductors $\beta$-HgS, HgSe, and HgTe. It is demonstrated that in general, an inverted band-structure does not necessarily lead to a zero fundamental energy gap for systems with zinc blende symmetry. Specifically, $\beta$-HgS is found to have at the same time an inverted band structure, and a small, slightly indirect, fundamental energy gap. Possibly, the energy levels around the valence band maximum order differently in each of these systems.
id cern-646471
institution Organización Europea para la Investigación Nuclear
language eng
publishDate 2002
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spelling cern-6464712019-09-30T06:29:59Zhttp://cds.cern.ch/record/646471engDelin, AFirst-principles calculations of the II-VI semiconductor $\beta$-HgS: Metal or semiconductorXXRelativistic all-electron full-potential first-principles calculations have been performed in order to study the symmetry of the energy levels around the valence band maximum in the zinc blende II-VI semiconductors $\beta$-HgS, HgSe, and HgTe. It is demonstrated that in general, an inverted band-structure does not necessarily lead to a zero fundamental energy gap for systems with zinc blende symmetry. Specifically, $\beta$-HgS is found to have at the same time an inverted band structure, and a small, slightly indirect, fundamental energy gap. Possibly, the energy levels around the valence band maximum order differently in each of these systems.IC-2002-40oai:cds.cern.ch:6464712002
spellingShingle XX
Delin, A
First-principles calculations of the II-VI semiconductor $\beta$-HgS: Metal or semiconductor
title First-principles calculations of the II-VI semiconductor $\beta$-HgS: Metal or semiconductor
title_full First-principles calculations of the II-VI semiconductor $\beta$-HgS: Metal or semiconductor
title_fullStr First-principles calculations of the II-VI semiconductor $\beta$-HgS: Metal or semiconductor
title_full_unstemmed First-principles calculations of the II-VI semiconductor $\beta$-HgS: Metal or semiconductor
title_short First-principles calculations of the II-VI semiconductor $\beta$-HgS: Metal or semiconductor
title_sort first-principles calculations of the ii-vi semiconductor $\beta$-hgs: metal or semiconductor
topic XX
url http://cds.cern.ch/record/646471
work_keys_str_mv AT delina firstprinciplescalculationsoftheiivisemiconductorbetahgsmetalorsemiconductor