2. Optical Properties of Solids - WIEN 2k

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The Band Gap ProblemIonization energyElectro-affinityBand gapshift of conduction bands: scissors operatormany-body perturbation theory: GW approach
OutlineBasicsProgramExamplesOutlooklight scatteringdielectric tensor in the RPAsumrulessymmetrythe band gap problemprogram flowinputsoutputsconvergenceresultsapplicationsbeyond linear opticsbeyond RPAOptics in WIEN2k
Page 1 and 2: Optical Properties of SolidsClaudia
Page 3 and 4: OutlineBasicsProgramExamplesOutlook
Page 5 and 6: Light - Matter InteractionResponse
Page 8 and 9: Optical "Constants"Complex dielectr
Page 10 and 11: SumrulesOptical Properties
Page 12 and 13: Magneto-opticswithout magnetic fiel
Page 14 and 15: Wavefunction vs. DensityHartree-Foc
Page 18 and 19: Program FlowSCF cycleconverged pote
Page 20 and 21: al.injoint"joint"1 18 lower and upp
Page 22 and 23: opticcase.symmatcase.mommatmomentum
Page 24 and 25: Results ....
Page 26 and 27: N eff[electrons]54321Sumrules165 k-
Page 28 and 29: Theory - ExperimentExample: Platinu

2. Optical Properties of Solids - WIEN 2k

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