Schrodinger Poisson

Schrodinger Poisson

• Open and closed systems implemented
• Effective mass equation solution
• Nearest neighbor

discretization

• One or Two dimensions
• Multi-valley

Previous slide

Next slide

Back to the first slide

View Graphic Version

The simulation is done with a Schrodinger Poisson self consistent simulator which iterates until the update in the potential is below a threshold (1x10-5ev) and global space charge neutrality is below about 1x1015 1/cm3 /cell.

• Quasi-Bound states are found using Lanczos and LR factorization
• Unbound solutions are found using the Quantum Transmitting Boundary Method (QTBM)
  Discretization is done assuming neatest neighbors
  • 1 and 2 dimensional models may be done
  • Multi-valleys are treated