Dispersion forces between an atom and a perfectly conducting wedge
arXiv:0801.2416 · doi:10.1088/1751-8113/41/16/164029
Abstract
We consider the interaction between an electrically polarizable atom in its fundamental state and a wedge constituted by two semi-infinite perfectly conducting plates. Using a formalism based on a master equation, we compute the dispersion force on the atom for both retarded and non-retarded regimes.
Work presented at the conference QFEXT07, held in Leipzig
References in corpus (9)
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Cited by in corpus (9)
- Retarded Casimir-Polder force on an atom near reflecting microstructures
- Casimir Effect for a Semitransparent Wedge and an Annular Piston
- Spontaneous emission of an atom near a wedge
- Electrodynamic Casimir Effect in a Medium-Filled Wedge II
- Image method in the calculation of the van der Waals force between an atom and a conducting surface
- Electrodynamic Casimir Effect in a Medium-Filled Wedge
- Dirichlet boundary condition for the Lee-Wick-like scalar model
- Electromagnetic Casimir Effect in Wedge Geometry and the Energy-Momentum Tensor in Media
- Sommerfeld's image method in the calculation of van der Waals forces