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2026
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| Online Access: | https://doi.org/10.5281/zenodo.18147019 |
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| author | harihardiyan |
| author_facet | harihardiyan |
| contents | <p>Summary This is the initial stable release of the Graphene Tight-Binding Audit Toolkit. This version provides a robust framework for validating the physical and topological properties of graphene's electronic structure using JAX-accelerated numerical methods.</p> <p>Key Features High-Precision K-Point Refinement: Accurate Dirac point location using Newton-Raphson. Topological Audits: Calculation and verification of the Berry Phase (π). Symmetry Checks: Verification of C3 rotation and tau-gauge invariance. Scaling Audits: Numerical validation of vF scaling vs. hopping (t) and lattice constant (a). Linear Regime Analysis: Detection of the energy range where the Dirac cone approximation is valid. Verified Environment This release has been audited and passed all physical assertions on:</p> <p>Python: 3.12.x JAX: 0.7.2 Precision: Float64 (XLA enabled) How to use Download the source code, install dependencies via pip install jax jaxlib, and run graphene_audit.py</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_18147019 |
| institution | Zenodo |
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| publishDate | 2026 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | harihardiyan/Graphene-Tight-Binding-Audit-Toolkit: Initial Stable Release: Graphene Audit Toolkit harihardiyan <p>Summary This is the initial stable release of the Graphene Tight-Binding Audit Toolkit. This version provides a robust framework for validating the physical and topological properties of graphene's electronic structure using JAX-accelerated numerical methods.</p> <p>Key Features High-Precision K-Point Refinement: Accurate Dirac point location using Newton-Raphson. Topological Audits: Calculation and verification of the Berry Phase (π). Symmetry Checks: Verification of C3 rotation and tau-gauge invariance. Scaling Audits: Numerical validation of vF scaling vs. hopping (t) and lattice constant (a). Linear Regime Analysis: Detection of the energy range where the Dirac cone approximation is valid. Verified Environment This release has been audited and passed all physical assertions on:</p> <p>Python: 3.12.x JAX: 0.7.2 Precision: Float64 (XLA enabled) How to use Download the source code, install dependencies via pip install jax jaxlib, and run graphene_audit.py</p> |
| title | harihardiyan/Graphene-Tight-Binding-Audit-Toolkit: Initial Stable Release: Graphene Audit Toolkit |
| url | https://doi.org/10.5281/zenodo.18147019 |