Relativistic particles in super-periodic potentials: exploring graphene and fractal systems

Sudhanshu Shekhar; Bhabani Prasad Mandal; Anirban Dutta

doi:10.1103/s82p-5sxv

Paper details

Research paper

Theoretical

Relativistic particles in super-periodic potentials: exploring graphene and fractal systems

Sudhanshu Shekhar, Bhabani Prasad Mandal, Anirban Dutta

2024·10.1103/s82p-5sxv·arXiv:2412.13220

Samples

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

Analytical monolayer graphene system modeled as massless Dirac electrons under super-periodic electrostatic barriers.

No measurements recorded

SimulatedCStudied Material

General Cantor fractal potential system analyzed for tunneling probability under increasing fractal stage G.

No measurements recorded

Simulatedgeneral Cantor fractal potential systemStudied Material

General Smith-Volterra-Cantor fractal potential system analyzed for tunneling coefficient and saturation behavior at higher stages G.

No measurements recorded

Simulatedgeneral Smith-Volterra-Cantor potential systemStudied Material

Materials

graphene

Studied Material

Also known as

monolayer graphene

studied material

general Cantor fractal potential system

Studied Material

Also known as

Why these are connected

Related documents with shared materials, methods, properties, or citations.

Relativistic particles in super-periodic potentials: exploring graphene and fractal systems | Matter42 Literature

Relativistic particles in super-periodic potentials: exploring graphene and fractal systems

Samples

Analytical monolayer graphene system modeled as massless Dirac electrons under super-periodic electrostatic barriers.

General Cantor fractal potential system analyzed for tunneling probability under increasing fractal stage G.

General Smith-Volterra-Cantor fractal potential system analyzed for tunneling coefficient and saturation behavior at higher stages G.

Materials

Why these are connected

Relativistic particles in super-periodic potentials: exploring graphene and fractal systems

Samples

Analytical monolayer graphene system modeled as massless Dirac electrons under super-periodic electrostatic barriers.

General Cantor fractal potential system analyzed for tunneling probability under increasing fractal stage G.

General Smith-Volterra-Cantor fractal potential system analyzed for tunneling coefficient and saturation behavior at higher stages G.

Materials

Why these are connected

Relativistic particles in super-periodic potentials: exploring graphene and fractal systems

Samples

Analytical monolayer graphene system modeled as massless Dirac electrons under super-periodic electrostatic barriers.

General Cantor fractal potential system analyzed for tunneling probability under increasing fractal stage G.

General Smith-Volterra-Cantor fractal potential system analyzed for tunneling coefficient and saturation behavior at higher stages G.

Materials

Why these are connected

Relativistic particles in super-periodic potentials: exploring graphene and fractal systems

Samples

Analytical monolayer graphene system modeled as massless Dirac electrons under super-periodic electrostatic barriers.

General Cantor fractal potential system analyzed for tunneling probability under increasing fractal stage G.

General Smith-Volterra-Cantor fractal potential system analyzed for tunneling coefficient and saturation behavior at higher stages G.

Materials

Why these are connected

Relativistic particles in super-periodic potentials: exploring graphene and fractal systems

Samples

Analytical monolayer graphene system modeled as massless Dirac electrons under super-periodic electrostatic barriers.

General Cantor fractal potential system analyzed for tunneling probability under increasing fractal stage G.

General Smith-Volterra-Cantor fractal potential system analyzed for tunneling coefficient and saturation behavior at higher stages G.

Materials

Why these are connected

Relativistic particles in super-periodic potentials: exploring graphene and fractal systems

Samples

Analytical monolayer graphene system modeled as massless Dirac electrons under super-periodic electrostatic barriers.

General Cantor fractal potential system analyzed for tunneling probability under increasing fractal stage G.

General Smith-Volterra-Cantor fractal potential system analyzed for tunneling coefficient and saturation behavior at higher stages G.

Materials

Why these are connected

Relativistic particles in super-periodic potentials: exploring graphene and fractal systems

Samples

Analytical monolayer graphene system modeled as massless Dirac electrons under super-periodic electrostatic barriers.

General Cantor fractal potential system analyzed for tunneling probability under increasing fractal stage G.

General Smith-Volterra-Cantor fractal potential system analyzed for tunneling coefficient and saturation behavior at higher stages G.

Materials

Why these are connected

Relativistic particles in super-periodic potentials: exploring graphene and fractal systems

Samples

Analytical monolayer graphene system modeled as massless Dirac electrons under super-periodic electrostatic barriers.

General Cantor fractal potential system analyzed for tunneling probability under increasing fractal stage G.

General Smith-Volterra-Cantor fractal potential system analyzed for tunneling coefficient and saturation behavior at higher stages G.

Materials

Why these are connected

Simulations

Simulations

Simulations

Simulations