Some Effective Operators for Graphene Monolayer Superlattices, from Variational Perturbation Theory

Louis Garrigue

doi:10.48550/arXiv.2602.19185

Paper details

Research paper

TheoreticalComputational MultiscaleBand Structure

Some Effective Operators for Graphene Monolayer Superlattices, from Variational Perturbation Theory

Louis Garrigue

arXiv·2026·arXiv:2602.19185

Samples

Each sample groups how it was prepared, characterized, and measured. Click a card to expand.

Two-scale graphene monolayer superlattice model with microscopic honeycomb-periodic lattice potential v and macroscopic periodic potentials V and A.

1 characterization1 figure

SimulatedCStudied Materialperiodic lattice potentialStudied Materialmacroscopic periodic potentialStudied Materialvector potentialStudied MaterialsuperlatticeStudied Material

Materials

graphene

Studied Material

Also known as

monolayer graphene

studied material

periodic lattice potential

Studied Material

Also known as

Why these are connected

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Some Effective Operators for Graphene Monolayer Superlattices, from Variational Perturbation Theory | Matter42 Literature

Some Effective Operators for Graphene Monolayer Superlattices, from Variational Perturbation Theory

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Two-scale graphene monolayer superlattice model with microscopic honeycomb-periodic lattice potential v and macroscopic periodic potentials V and A.

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Some Effective Operators for Graphene Monolayer Superlattices, from Variational Perturbation Theory

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Two-scale graphene monolayer superlattice model with microscopic honeycomb-periodic lattice potential v and macroscopic periodic potentials V and A.

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Why these are connected

Some Effective Operators for Graphene Monolayer Superlattices, from Variational Perturbation Theory

Samples

Two-scale graphene monolayer superlattice model with microscopic honeycomb-periodic lattice potential v and macroscopic periodic potentials V and A.

Materials

Why these are connected

Some Effective Operators for Graphene Monolayer Superlattices, from Variational Perturbation Theory

Samples

Two-scale graphene monolayer superlattice model with microscopic honeycomb-periodic lattice potential v and macroscopic periodic potentials V and A.

Materials

Why these are connected

Some Effective Operators for Graphene Monolayer Superlattices, from Variational Perturbation Theory

Samples

Two-scale graphene monolayer superlattice model with microscopic honeycomb-periodic lattice potential v and macroscopic periodic potentials V and A.

Materials

Why these are connected

Some Effective Operators for Graphene Monolayer Superlattices, from Variational Perturbation Theory

Samples

Two-scale graphene monolayer superlattice model with microscopic honeycomb-periodic lattice potential v and macroscopic periodic potentials V and A.

Materials

Why these are connected

Some Effective Operators for Graphene Monolayer Superlattices, from Variational Perturbation Theory

Samples

Two-scale graphene monolayer superlattice model with microscopic honeycomb-periodic lattice potential v and macroscopic periodic potentials V and A.

Materials

Why these are connected

Some Effective Operators for Graphene Monolayer Superlattices, from Variational Perturbation Theory

Samples

Two-scale graphene monolayer superlattice model with microscopic honeycomb-periodic lattice potential v and macroscopic periodic potentials V and A.

Materials

Why these are connected

Characterization

Simulations

Characterization

Simulations

Characterization

Simulations

Characterization

Simulations