Condensed Matter Theory

Materialien

• 2019_10_16_Drude_model.pptx
• 2019_10_16_Experimental_observations_leading_to_Drudes_model.pdf
• 2019_10_16_Introduction.pdf
• 2019_10_16_Introduction_More_is_different.pptx
• 2019_10_18_Drude_model.pdf
• 2019_10_23_Sommerfeld_model_second_quantization.pdf
• 2019_10_25_Sommerfeld_model.pdf
• 2019_10_30_Sommerfeld_model.pdf
• 2019_11_06_Bloch_bands_in_periodic_potentials_1.pdf
• 2019_11_08_Bloch_bands_in_periodic_potentials_2.pdf
• 2019_11_13_Hartree_Fock.pdf
• 2019_11_16_Density_Functional_Theory.pdf
• 2019_11_20_Tight_binding_theory.pdf
• 2019_11_22_Wannier_functions.pdf
• 2019_11_27_Tight_binding_examples.pptx
• 2019_11_27_Tight_binding_with_s_p_and_d_orbitals_plus_examples.pdf
• 2019_11_29_Green_s_functions.pdf
• 2019_12_04_Single_Impurity.pdf
• 2019_12_06_Green_s_functions_using_continued_fractions.pdf
• 2019_12_18_Self_energy_due_to_disorder.pdf
• 2019_12_20_partial_and_local_density_of_states.pdf
• 2020_01_08_Surface_states.pdf
• 2020_01_10_spin-orbit.pptx
• 2020_01_17_Topological_Phases.pdf
• 2020_01_22_Topological_surface_states.pdf
• 2020_01_22_Topological_surface_states.pptx
• CMT_LectureNotes.pdf
• 2019_11_08_Examples_of_free_electron_bands_in_a_weak_periodic_potential.pptx

Übungsblätter

• 02
  
  • Exercise2.pdf
• 03
  
  • Exercise3.pdf
• 04
  
  • Exercise4.pdf
• 06
  
  • Exercice6.pdf
• 07
  
  • Exercise7.pdf
• 08
  
  • Exercise8.pdf
• 09
  
  • Exercise9.pdf
• 10
  
  • Exercise10.pdf

Übungsgruppen

• Gruppe A
  20 Teilnehmer/innen
  Philos.-weg 12 / R 105, Mo 09:15 - 13:00