Modulated honeycomb lattices and their magnetic properties
收藏Zenodo2025-04-16 更新2026-05-26 收录
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https://zenodo.org/doi/10.5281/zenodo.15221793
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### Dataset Overview
This archive contains dataset for figures of the article titled:
**"Modulated honeycomb lattices and their magnetic properties"**
Each subdirectory corresponds to a figure in the paper. CSV files containing raw data.
---
#### ./dos-1.2
- gold-1.2.csv DOS as a function of energy in the golden-mean tiling with $ r_t=1.2 $
- silver-1.2.csv DOS as a function of energy in the silver-mean tiling with $ r_t=1.2 $
- bronze-1.2.csv DOS as a function of energy in the bronze-mean tiling with $ r_t=1.2 $
- 4th-1.2.csv DOS as a function of energy in the 4th metallic-mean tiling with $ r_t=1.2 $
- 5th-1.2.csv DOS as a function of energy in the 5th metallic-mean tiling with $ r_t=1.2 $
- disorder-gold.csv DOS as a function of energy in the disordered system with $ r_t=1.2$ and $ r_b=\tau_1$
- disorder-silver.csv DOS as a function of energy in the disordered system with $ r_t=1.2$ and $ r_b=\tau_2$
- disorder-bronze.csv DOS as a function of energy in the disordered system with $ r_t=1.2$ and $ r_b=\tau_3$
- disorder-4th.csv DOS as a function of energy in the disordered system with $ r_t=1.2$ and $ r_b=\tau_4$
- disorder-5th.csv DOS as a function of energy in the disordered system with $ r_t=1.2$ and $ r_b=\tau_5$
Description: This figure shows DOS for the tight-binding model on metallic-mean tilings and DOS for the tight-binding model with randomly-distributed hoppings
#### ./dos-gold
- DOS-0.8.csv DOS as a function of energy when $ r_t=0.8$
- DOS-0.9.csv DOS as a function of energy when $ r_t=0.9$
- DOS-1.0.csv DOS as a function of energy when $ r_t=1.0$
- DOS-1.1.csv DOS as a function of energy when $ r_t=1.1$
- DOS-1.2.csv DOS as a function of energy when $ r_t=1.2$
- DOS-1.5.csv DOS as a function of energy when $ r_t=1.5$
- DOS-1.8.csv DOS as a function of energy when $ r_t=1.8$
- DOS-2.0.csv DOS as a function of energy when $ r_t=2.0$
Description: This figure shows DOS for the tight-binding model on the golden-mean tiling with several $ r_t$
#### ./MF-2
- distribution.csv 3D data for the magnetization profile ($ U/t_S, m, $ weight)
- mag-dist-3.csv cross-section of the magnetization profile when $ U/t_S=3$
- stg.csv average magnetization as a function of interaction
Description: This figure shows density plot of local magnetization and its cross-section in the Hubbard model on the golden-mean tiling with $ r_t=2$
#### ./MF-2-disorder
- distribution.csv 3D data for the magnetization profile ($ U/t_S, m,$ weight)
- mag-dist-3.csv cross-section of the magnetization profile when $ U/t_S=3$
- mag-dist-6.csv cross-section of the magnetization profile when $ U/t_S=6$
- stg.csv average magnetization as a function of interaction
Description: This figure shows density plot of local magnetization and its cross-section in the Hubbard model with randomly-disordered hopping with $ r_t=2 $ and $ r_b=\tau_1 $
#### ./PD
- PD.csv critical point as a function of the ratio $ r_t $ in the golden-mean tiling
- PD-dis.csv critical point as a function of the ratio $ r_t $ in the disordered system
Description: This figure shows the phase diagram of the Hubbard model on the golden-mean tiling and the disordered system
#### ./perp-U3
- mag-perp.csv 5D data for the magnetization profile ($\tilde{x}, \tilde{y}, x^{\perp}, y^{\perp}, m$)
Description: This figure shows magnetization profile in the perpendicular space for the Hubbard model on the golden-mean tiling with $ U/t_S=3 $ and $ r_t=2 $
#### ./silver
- distribution.csv 3D data for the magnetization profile ($ U/t_S, m,$ weight)
- stg.csv average magnetization as a function of interaction
Description: This figure shows density plot of local magnetization in the Hubbard model on the silver-mean tiling with $ r_t=2$
#### ./slope
- Figa-slope.csv slope as a function of $ r_t $ in the golden-mean tiling
- Figb-metal.csv slope as a function of $ r_b $ in the metallic-mean tiling with $ r_t = 2$
- Figb-disorder.csv slope as a function of $ r_b $ in the disordered system with $ r_t = 2$
Description: This figure shows slope of the DOS for the tight-binding model
提供机构：
Zenodo
创建时间：
2025-04-16
