Physical Review · 1960 · 116 citations · 13 references
Natural SciencesMaterials SciencePhysicsCondensed Matter PhysicsSemiconductor MaterialsSolid State PhysicsAb Initio MethodsCrystal ChemistryDensity Functional TheoryElectronic Band StructureElectronic Structure Of SolidsSemiconductor PhysicsBand GapBand TheoryConductionConduction BandEnergy Band GapEnergy Bands In CrystalsValence BandValence Band Structure
A self-consistent crystal potential is constructed for cubic BN. Exchange is included according to the Slater free-electron approximation. The effect of the heteropolar character of the potential is included explicitly in an approximately self-consistent treatment of the valence-electron charge density. The energy gap is found to be about twice that of diamond, consistent with the results of other zincblende crystals and their diamond-type analogs. The maximum of valence band and the minimum in the conduction band are at the center and (100) face of the Brillouin zone, respectively. It is suggested that the heteropolar potential splits the valence band into two sub-bands. The lower sub-band width is about 5 ev, while the higher (which contain three times as many states) has a band width of about 4 ev. The energy gap between the sub-bands is about 10 ev. The effect should be common to all zincblende crystals and may be observable by soft x-ray emission.
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New Method for Calculating Wave Functions in Crystals and Molecules
J. C. Phillips, Leonard Kleinman · Physical Review · 1959 · 1.2K citations
Natural Sciences, Chemistry, Physics +17
R. H. Wentorf · The Journal of Chemical Physics · 1957 · 682 citations
Natural Sciences, Materials Engineering, Materials Science +5
Energy-Band Interpolation Scheme Based on a Pseudopotential
J. C. Phillips · Physical Review · 1958 · 284 citations