Casimir interaction between spherical and planar plasma sheets
arXiv:1403.0314 · doi:10.1103/PhysRevA.89.052509
Abstract
We consider the interaction between a spherical plasma sheet and a planar plasma sheet due to the vacuum fluctuations of electromagnetic fields. We use the mode summation approach to derive the Casimir interaction energy and study its asymptotic behaviors. In the small separation regime, we confirm the proximity force approximation and calculate the first correction beyond the proximity force approximation. This study has potential application to model Casimir interaction between objects made of materials that can be modeled by plasma sheets such as graphene sheets.
arXiv comment13 pages
References in corpus (47)
- Casimir forces between arbitrary compact objects
- Scattering Theory Approach to Electrodynamic Casimir Forces
- Opposites Attract - A Theorem About The Casimir Force
- The Casimir effect within scattering theory
- Casimir interaction between a plate and a cylinder
- Casimir forces in a T operator approach
- The Casimir effect for a sphere and a cylinder in front of plane and corrections to the proximity force theorem
- Scalar Casimir effect between Dirichlet spheres or a plate and a sphere
- Casimir Forces between Compact Objects: I. The Scalar Case
- Lifshitz-type formulas for graphene and single-wall carbon nanotubes: van der Waals and Casimir interations
- The Casimir effect for thin plasma sheets and the role of the surface plasmons
- Exact Casimir interaction between eccentric cylinders
- Fluctuation induced quantum interactions between compact objects and a plane mirror
- Casimir forces between cylinders and plates
- Multiple Scattering Methods in Casimir Calculations
- Casimir interaction between plane and spherical metallic surfaces
- Thermal Casimir Effect in the Plane-Sphere Geometry
- Exact zero-point interaction energy between cylinders
- Casimir force for a sphere in front of a plane beyond Proximity Force Approximation
- Thermal Casimir effect for Drude metals in the plane-sphere geometry
- Generalized Lifshitz formula for a cylindrical plasma sheet in front of a plane beyond proximity force approximation
- Exploring the quantum vacuum with cylinders
- On the vacuum energy of a spherical plasma shell
- Quantum and thermal Casimir interaction between a sphere and a plate: Comparison of Drude and plasma models
- Casimir forces between arbitrary compact objects: Scalar and electromagnetic field
- Vacuum energy between a sphere and a plane at finite temperature
- On the corrections beyond proximity force approximation (PFA)
- Material dependence of Casimir interaction between a sphere and a plate: First analytic correction beyond proximity force approximation
- Casimir interaction between a cylinder and a plate at finite temperature: Exact results and comparison to proximity force approximation
- Exact Casimir Interaction Between Semitransparent Spheres and Cylinders
- First analytic correction beyond PFA for the electromagnetic field in sphere-plane geometry
- Casimir effect between two spheres at small separations
- First analytic correction to the proximity force approximation in the Casimir effect between two parallel cylinders
- Casimir Energy and Entropy in the Sphere--Sphere Geometry
- Casimir interaction between a dielectric nanosphere and a metallic plane
- Classical Casimir interaction in the plane-sphere geometry
- Casimir interactions of an object inside a spherical metal shell
- Electromagnetic Casimir Forces of Parabolic Cylinder and Knife-Edge Geometries
- Mode summation approach to Casimir effect between two objects
- Casimir forces between cylinders at different temperatures
- Casimir interaction between inclined metallic cylinders
- Electromagnetic Casimir Forces in Elliptic Cylinder Geometries
- The thermal Casimir-Polder interaction of an atom with spherical plasma shell
- Casimir interaction between a sphere and a cylinder
- Van der Waals interaction between an atom with spherical plasma shell
- Material Dependence of the Wire-Particle Casimir Interaction
- On the Casimir repulsion in sphere-plate geometry