Physical Review · 1969 · 40 citations · 13 references
Natural SciencesMaterials SciencePhysicsCondensed Matter PhysicsMetallic MaterialsSolid State PhysicsAb Initio MethodsElectronic Band StructureElectronic Structure Of SolidsMetalsOptical Properties Of SolidsPlasmonic MaterialsAllowed TransitionsBand Structure CalculationBand TheoryElectronic Band GapFermi SurfaceRelativistic Electronic StructureSpinor TheorySpinor Wave Functions
The electronic band structure of metallic gold has been calculated using a relativistic form of the Korringa-Kohn-Rostoker method, including a four-component spinor wave function and the full Dirac central-field Hamiltonian. The bands are compared with those of Schlosser's nonrelativistic calculation, using the same muffin-tin potential. The derived cross-sectional areas of the Fermi surface are in general agreement with Schoenberg's de Hass-van Alphen measurements. The allowed dipole transitions are used to interpret the optical measurements by Beaglehole. The peaks in the imaginary part of the dielectric constant being about 1 eV higher than our calculated band gaps, we conjecture that indirect transitions play an important role.
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Quantum theory of cohesive properties of solids
Per‐Olov Löwdin · Advances In Physics · 1956 · 1.2K citations
Energy Bands in Periodic Lattices—Green's Function Method
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Optical Properties of Noble Metals. II.
Bernard R. Cooper, Hannelore Ehrenreich, H. R. Philipp · Physical Review · 1965 · 290 citations