Published March 12, 2025
| Version v1
Dataset
Open
Dataset for arXiv:2501.03735 - Thouless approach in transport in integrable and perturbed easy-axis Heisenberg chains
Authors/Creators
Description
The dataset used to generate figures from arXiv:2501.03735, both in the main text and Supplemental Material.
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Fig 1.
- fig1a.csv - three columns, containing system size $L$, anisotropy $\Delta$ and average square of diagonal spin current matrix elements $\overline{j_{nn}^2}$, obtained from calculations in grand canonical ensemble
- fig1b.csv - same as fig1a.csv, but for canonical ensemble
- fig1.pdf - figure, as presented in the main text; solid lines in panel (a) are obtained from analytical calculations and are not included in this dataset
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Fig 2.
- fig2a.csv - five columns, containing anisotropy $\Delta$, perturbation $\Delta_2$, inverse of mean level spacing $1/\Delta \epsilon$, system size $L$ and level sensitivity in canonical ensemble $R_{CE}$
- fig2bcd.csv - four columns, containing system size $L$, anisotropy $\Delta$, perturbation $\Delta_2$ and level sensitivity in canonical ensemble $R_{CE}$, for broader range of $\Delta$ and $\Delta_2$
- fig2.pdf - figure, as presented in the main text
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Fig 3.
- fig3a.csv - four columns, containing system size $L$, perturbation $\Delta_2$, gap ratio $r$ and off-diagonal to diagonal matrix elements ratio $Y$
- fig3b.csv - three columns, containing system size $L$, perturbation $\Delta_2$ and kurtosis of diagonal matrix elements $K$
- fig3.pdf - figure, as presented in the main text
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Fig 4.
- fig4.csv - four columns, containing system size $L$, anisotropy $\Delta$, perturbation $\Delta_2$, and spin conductivity $\sigma_{CE}$
- fig4.pdf - figure, as presented in the paper
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Fig S1.
- sup_fig1.csv - data analogous to fig2bcd.csv, but for different perturbation $J_2$
- sup_fig1.pdf - figure, as presented in the Supplemental Material
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Fig S2.
- sup_fig2.csv - five columns, analogous to fig3a.csv + kurtosis $K$, but for different perturbation $J_2$
- sup_fig2.pdf - figure, as presented in the Supplemental Material
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Fig S3.
- sup_fig3.csv - analogous to fig4.csv, but for different perturbation $J_2$
- sup_fig3.pdf - figure, as presented in the Supplemental Material
Files
fig1.pdf
Files
(1.0 MB)
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md5:5394f758bd7bdfd9034b8d35b4d70c81
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Additional details
Funding
- National Science Centre
- PRELUDIUM 22 / Quantum systems close to integrability 2023/49/N/ST3/01033
- National Science Centre
- OPUS 19 / Slow, non-diffusive dynamics in quantum many–body systems 2020/37/B/ST3/00020
- The Slovenian Research and Innovation Agency
- Teorija trdnih snovi in statistična fizika P1-0044-2022