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tbsoc's Introduction

TBSOC (former name Wannier_Add_onsite_SOC)

Spin–orbit coupling (SOC) drives interesting and non-trivial phenomena in solid-state physics, ranging from topological to magnetic to transport properties. A thorough study of such phenomena often requires effective models where the SOC term is explicitly included. However, the estimation of SOC strength for such models mostly depends on the spectroscopy experiments which can only provide a rough estimate. In this work, we provide a simple yet effective computational approach to estimate the onsite SOC strength using a combination of the ab initio and tight-binding calculations. We demonstrate the wider applicability and high sensitivity of our method by estimating SOC strength of materials with varying SOC strengths and the number of SOC active ions. As examples, we consider strongly correlated, topological, and semiconducting materials. We show that the estimated strengths agree well with the proposed values in the literature lending support to our methodology. This simplistic approach can readily be applied to a wide range of materials.

Copyright: Qiangqiang Gu, Peking University. Email: [email protected]

You may also contact Shishir Kumar Pandey : [email protected]

Features:

  • calculate the $ab$ $initio$ SOC strength for $s$, $p$ and $d$ orbitals.
  • output the SOC TB model, with basis defined in $| s_z \rangle$ basis.
  • supports for custom local axis for Wannier TB.
  • support the custom spin quantization axis for Wannier TB.

Install:

1. From Pypi or Conda

pip install tbsoc

2. From Source

If you are installing from source, you will need:

  • Python 3.8 or later
  • numpy
  • scipy
  • matplotlib
  • scipy
  • pytest

First clone or download the source code from the website. Then, located in the repository root and running

cd path/tbsoc
pip install .

How to use:

you can run this code using jupiter-notebook and command line.

  1. For jupiter-notebook, you can see the examples in the examples folder.
  2. For command line, you can go to the examples folder and run the following command:
  tbsoc addsoc input.json

where input.json is the input file. you can get the band structure using the input SOC strength lambda. Lambda can be tuned by fitting the DFT band structure with SOC. But for now this fitting only available in the jupiter-notebook mode

We will add the fitting in the command line mode soon.

How to cite:

@article{GU2023112090,
title = {A computational method to estimate spin–orbital interaction strength in solid state systems},
journal = {Computational Materials Science},
volume = {221},
pages = {112090},
year = {2023},
issn = {0927-0256},
doi = {https://doi.org/10.1016/j.commatsci.2023.112090},
url = {https://www.sciencedirect.com/science/article/pii/S0927025623000848},
author = {Qiangqiang Gu and Shishir Kumar Pandey and Rajarshi Tiwari}
}

tbsoc's People

Contributors

qg-phy avatar qqgu avatar shishirkrpandey avatar

Stargazers

 avatar  avatar  avatar REN YULU avatar S avatar David Luttinger avatar  avatar Yinzhanghao Zhou avatar  avatar NJ Yang avatar  avatar Zhongheng Fu avatar  avatar  avatar Gang Tang avatar  avatar  avatar Huijun Zheng  avatar  avatar Chengcheng Xiao avatar Zeng Xu-Tao avatar  avatar

Watchers

James Cloos avatar Qiang Gu avatar  avatar Zhongheng Fu avatar

tbsoc's Issues

Does the negative spin-orbit coupling parameter make sense?

If we express the Hamiltonian as H = lambda L S. It seems that the lambda should be positive for less-than-half-filled shells, while is negative for more-than-half-filled shells. But it seems that lambda is all positive in tight-binding model.

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