This page shows the tutorialsfor demonstration purposes. To run the tutorials yourself, please download them from GitHub

• Basic tutorial: Interpolating bands, Berry curvatures, and integrating them
  • Preparation of a calculation:
  • Reading the system
  • Interpolation on a path
  • Running a calculation: calculators and results
  • Tabulating Berry curvature and spin
    • Running a calculation
    • Plotting the results
    • Problem 1:
    • Get the data and do whatever you want
  • Calaculation on a 3D grid
    • We can use the same tabulators, but now we pack them into TabulatorAll in “grid” mode
    • And we run the calculation in the same way
    • Analyze the tabulated data
    • Problem 2 :
    • fill the missing parts and evaluate the Berry curvature summed over all states below EF = 12.6 eV. Plot in on a plane k3=const (in reduced coordinates)
  • Integration on a grid: anomalous Hall conductivity
    • Problem 3 :
  • Tetrahedron method
  • Optical conductivity
  • All in one
• WannierBerri advanced tutorial - Fermi surface and Fermi sea calculation of the Berry curvature dipole
  • Model 1: Chiral tight-binding model
    • Model, band structure
    • Berry curvature dipole
  • Model 2: Ferroelectric germanium telluride (α-GeTe)
  • Further questions
• Spin Hall conductivity
  • Model, band structure
  • Static spin Hall conductivity
  • Dynamic spin Hall conductivity
  • Spin Berry curvature
  • Generating .sHu and .sIu from .mmn and .spn: mmn2uHu
  • Further questions
• DIY tutorial
  • anomalous Hall conductivity
  • Look into documentation
    • Evaluate ANE using the new calculator and plot the result
  • Questions:
  • FormulaProduct
  • Problem :
• Symmetrization of Wannier Hamiltonian and matrices
  • Nonmagnetic system (trigonal Te)
  • Magnetic system with SOC (bcc Fe)
• Have fun!