Chinook

**Chinook** is a Python package specifically designed for calculating **Angle-Resolved Photoemission Spectroscopy (ARPES)** matrix elements and simulating spectra from tight-binding models. Unlike standard tight-binding codes that only o…

4. TIGHT-BINDING 4.2 Model Hamiltonians VERIFIED
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Overview

**Chinook** is a Python package specifically designed for calculating **Angle-Resolved Photoemission Spectroscopy (ARPES)** matrix elements and simulating spectra from tight-binding models. Unlike standard tight-binding codes that only output band structures, Chinook incorporates **orbital projection effects**, **experimental geometry** (photon polarization, detector angles), and **spin-orbit coupling** to simulate the actual intensity intensity maps measured in experiments.

Reference Papers

Reference papers are not yet linked for this code.

Full Documentation

Official Resources

  • Homepage: https://chinookpy.readthedocs.io/
  • Documentation: https://chinookpy.readthedocs.io/en/latest/
  • Repository: https://github.com/rpday/chinook
  • License: MIT License

Overview

Chinook is a Python package specifically designed for calculating Angle-Resolved Photoemission Spectroscopy (ARPES) matrix elements and simulating spectra from tight-binding models. Unlike standard tight-binding codes that only output band structures, Chinook incorporates orbital projection effects, experimental geometry (photon polarization, detector angles), and spin-orbit coupling to simulate the actual intensity intensity maps measured in experiments.

Scientific domain: ARPES, Surface Science, Tight-Binding Target user community: ARPES experimentalists and theorists analyzing band mapping data

Theoretical Methods

  • Tight-Binding Construction: Support for arbitrary lattice bases (Slater-Koster or user-defined).
  • ARPES Matrix Elements: Calculation of the transition probability $|\langle \psi_f | \mathbf{A} \cdot \mathbf{p} | \psi_i \rangle|^2$.
    • Dipole approximation.
    • Plane-wave final states.
  • Spin-Orbit Coupling: Fully relativistic model Hamiltonians.
  • Slab Calculation: Surface state projection for finite slabs.

Capabilities

  • Simulations:
    • ARPES Intensity Maps $I(E, k_x, k_y)$.
    • Constant Energy Contours (Fermi surfaces with matrix element weighting).
    • Spin-ARPES spectra.
  • Experimental Factors:
    • Linear/Circular polarization of incident light.
    • Geometry of the scattering plane.
    • Photon energy dependence ($k_z$ selection).
  • Analysis:
    • Projected Density of States (pDOS).
    • Spin-texture plotting.

Key Strengths

  • Experiment-Theory Link: Directly simulates what the machine measures, handling the crucial "matrix element effects" where bands disappear or change intensity based on symmetry and polarization.
  • Python-Native: Fully integrated with NumPy/Matplotlib for seamless data analysis pipelines.
  • Slab Generation: Easy tools to create slabs and study surface states and their decay.

Inputs & Outputs

  • Inputs:
    • Python scripts defining the orbital basis (quantum numbers $n, l, m$) and lattice.
    • Experimental parameters (Photon energy $h\nu$, vector potential $\mathbf{A}$).
  • Outputs:
    • NumPy arrays of Intensity vs $(E, k)$.
    • Matplotlib figures.

Interfaces & Ecosystem

  • H_library: Built-in library of standard Hamiltonians (e.g., Kane-Mele, Rashba).
  • Python: Can be used alongside Pybinding or other tools if Hamiltonians are manually converted.

Performance Characteristics

  • Speed: Efficient for model Hamiltonians; $O(N_{bands})$ for matrix elements.
  • Scaling: Python-based, suitable for effective models (dozens of orbitals) rather than large-scale DFT inputs.

Comparison with Other Codes

  • vs. Pybinding: Pybinding is faster for pure band structure/transport (KPM) of huge systems. Chinook is specialized for ARPES intensities and matrix elements, which Pybinding does not calculate.
  • vs. Chinook (IDL): This is the modern Python successor to earlier IDL-based ARPES tools.

Application Areas

  • Topological Materials: Identifying surface states and their spin texture in ARPES.
  • Quantum Materials: Disentangling orbital character in multi-band superconductors (e.g., FeSe).
  • Dichroism: Calculating circular dichroism in angular distributions (CD-ARPES).

Community and Support

  • Development: UBC / Damascelli Group (Ryan Day).
  • Source: GitHub.

Verification & Sources

  • Website: https://chinookpy.readthedocs.io/
  • Primary Publication: R. P. Day et al., npj Quant Mater 4, 62 (2019).
  • Verification status: ✅ VERIFIED
    • Active tool in the ARPES community.

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