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VASP2KP
an open-source package to construct the k\cdot p
Hamiltonian and Zeeman's coupling and to compute the k\cdot p
parameters and Landé g-factors automatically from ab-initio calculations.
Current features
- vasp2mat : compute matrix representations of the generalized momentum operator
\hat \pi
, spin operator\hat s
, time reversal operator\hat T
and crytalline symmetry operators\hat R
on the DFT wavefunctions. The matrix elements of the operators are derived comprehensively and computed correctly within the Projector Augmented Wave method. - mat2kp : obtain the unitary transformation
U
that rotates the DFT basis towards the standard basis, and then automatically compute thek\cdot p
parameters and g-factors. The obtained effective masses and g-factors are important and comparable with experimental observations.
Authors
Sheng Zhang
Haohao Sheng
Zhi-Da Song
Chenhao Liang
Zhijun Wang
Citing VASP2KP
If you are using this package, please cite the following work:
- VASP2KP:
k\cdot p
models and Landé g-factors from ab-initio calculations. Zhang, Sheng et al. Chin. Phys. Lett. 40, 127101 (2023)
DOI: 10.1088/0256-307X/40/12/127101
Other relevant references to cite
If you use our package you will cite VASP and the other relevant DFT references. Additionally, our package relies on the following packages:
IRVSP
: IRVSP is an open-source program, to compute irreducible representations of electronic states for all 230 space groups with an interface to the Vienna ab-initio Simulation Package.IR2PW
: IR2PW is an open-source program, to compute irreducible representations of electronic states for all 230 space groups with an interface to the Quantum Espresso package (PWscf).kdotp-generator
: kdotp-generator is used to automatically generatek\cdot p
effective Hamiltonians.
Therefore, please also cite these references:
- Gao, Jiacheng, et al. "IRVSP: to obtain irreducible representations of electronic states in the VASP." Computer Physics Communications 261 (2021): 107760.
- Jiang, Yi, Zhong Fang, and Chen Fang. "A
k\cdot p
effective hamiltonian generator." Chinese Physics Letters 38.7 (2021): 077104. - Song, Zhida, et al. "First principle calculation of the effective Zeeman's couplings in topological materials." Memorial Volume for Shoucheng Zhang. 2022. 263-281.