Semiclassical theory of the emission properties of wave-chaotic resonant cavities
arXiv:cond-mat/9907109 · doi:10.1103/PhysRevLett.83.4991
Abstract
We develop a perturbation theory for the lifetime and emission intensity for isolated resonances in asymmetric resonant cavities. The inverse lifetime and the emission intensity in the open system are expressed in terms of matrix elements of operators evaluated with eigenmodes of the closed resonator. These matrix elements are calculated in a semiclassical approximation which allows us to represent and as sums over the contributions of rays which escape the resonator by refraction.
4 pages, 2 color figures
References in corpus (4)
Cited by in corpus (18)
- Hexagonal dielectric resonators and microcrystal lasers
- Observation of Scarred Modes in Asymmetrically Deformed Microcylinder Lasers
- The Fock-Darwin States of Dirac Electrons in Graphene-based Artificial Atoms
- A Gaussian-optical Approach to Stable Periodic Orbit Resonances of Partially Chaotic Dielectric Micro-cavities
- Quantum-to-classical correspondence in open chaotic systems
- Local chirality of optical waves in ultrasmall resonators
- Control of lasing in fully chaotic open microcavities by tailoring the shape factor
- Signature of Dynamical Localization in the Lifetime Distribution of Wave-Chaotic Dielectric Resonators
- Extreme Sensitivity of Output Directionality to Boundary Perturbation in Wavelength-Scale Microcavities
- Multimode Coupling by Boundary Wave Scattering
- Rotation-induced Mode Coupling in Open Wavelength-scale Microcavities
- Electrons trapped in graphene magnetic quantum dots with mass term
- Chaotic Waveguide-Based Resonators for Microlasers
- Decay of semiclassical massless Dirac fermions from integrable and chaotic cavities
- Chaos based Berry phase detector
- Electron trapping in graphene quantum dots with magnetic flux
- Directional Emission from a Microdisk Resonator with a Linear Defect
- Directional Emission from Microlasers with Open Chaotic Resonators