A computational condensed matter physics framework for studying topological phases, Berry curvature, ribbon edge states, quantum transport, and non-Hermitian extensions of the Haldane model using tight-binding Hamiltonians and Green’s function methods.
- Haldane model band structure
- Berry curvature calculation
- Chern number evaluation
- Ribbon edge-state spectrum
- Quantum transport using NEGF
- Non-Hermitian topology
- Exceptional spectral behavior
- Scientific visualization framework
The Haldane model is a paradigmatic tight-binding model for a Chern insulator on a honeycomb lattice. The model exhibits:
- Topological band gaps
- Broken time-reversal symmetry
- Quantized Chern numbers
- Chiral edge states
This repository extends the framework to include:
- Quantum transport calculations
- Green's function methods
- Non-Hermitian gain/loss physics
- Complex energy spectra
haldane-model-transport-simulator/
│
├── edge_states/
│ └── ribbon_haldane.py
│
├── figures/
│
├── hamiltonians/
│ ├── __init__.py
│ └── haldane.py
│
├── negf/
│ ├── __init__.py
│ └── greens_functions.py
│
├── nonhermitian/
│ └── nonhermitian_haldane.py
│
├── topology/
│ ├── berry_curvature.py
│ └── chern_number.py
│
├── transport/
│ └── transport.py
│
├── visualization/
│ ├── band_structure.py
│ ├── berry_curvature_map.py
│ ├── dos_plot.py
│ ├── nonhermitian_spectrum.py
│ ├── ribbon_band_structure.py
│ └── transport_plot.py
│
└── main.py