topological-insulator-spin-hall

This repository provides an ab initio workflow to compute spin Hall conductivity in topological insulators using Quantum ESPRESSO and Wannier90-derived interpolations (as described by the repository). It is a practical implementation-ori…

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Overview

This repository provides an ab initio workflow to compute spin Hall conductivity in topological insulators using Quantum ESPRESSO and Wannier90-derived interpolations (as described by the repository). It is a practical implementation-oriented code base for spin Hall transport calculations.

Reference Papers (1)

Full Documentation

Official Resources

  • Source Repository: https://github.com/smfarzaneh/topological-insulator-spin-hall
  • License: See repository

Overview

This repository provides an ab initio workflow to compute spin Hall conductivity in topological insulators using Quantum ESPRESSO and Wannier90-derived interpolations (as described by the repository). It is a practical implementation-oriented code base for spin Hall transport calculations.

Scientific domain: Spin Hall conductivity, topological materials, electronic transport
Target user community: Researchers performing spin Hall conductivity calculations from first-principles

Theoretical Methods

  • Wannier interpolation based evaluation of Berry-curvature-related response functions (workflow dependent)
  • Linear-response transport for spin Hall conductivity (as implemented)

Capabilities (CRITICAL)

  • Spin Hall conductivity calculation workflow
  • Integration of Quantum ESPRESSO + Wannier90 outputs

Inputs & Outputs

  • Input formats: Quantum ESPRESSO and Wannier90 workflow files as required by the repository
  • Output data types: Spin Hall conductivity values and intermediate data products

Interfaces & Ecosystem

  • Quantum ESPRESSO
  • Wannier90

Limitations & Known Constraints

  • Requires careful convergence of k-point meshes and Wannierization.

Verification & Sources

Primary sources:

  1. Source repository: https://github.com/smfarzaneh/topological-insulator-spin-hall

Confidence: VERIFIED

Verification status: ✅ VERIFIED

  • Source code: PUBLIC

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