Deviations From the Random Plane Wave Field Distribution in Electromagnetic Enclosures
Open Access
- 29 March 2023
- journal article
- research article
- Published by Institute of Electrical and Electronics Engineers (IEEE) in IEEE Transactions on Electromagnetic Compatibility
- Vol. 65 (2) , 454-463
Abstract
Wave energy distribution within enclosures with irregular boundaries is a common phenomenon in many branches of electromagnetics. If the wavelength of the injected wave is small compared with the structure size, the scattering properties of the enclosure will be extremely sensitive to small changes in geometry or wave frequency. In this case, statistical models are sought. The random coupling model (RCM) is one such model that has been explored through experiments and theory. Previous studies were conducted by injecting waves into high Q cavities in a nearly omnidirectional manner. In this article, a directed beam approach is taken, and relatively low Q cavities are considered. The goal is to determine when the so-called “random plane wave hypothesis,” a fundamental basis of the RCM formulation, breaks down. Results show that injecting such directed beams leads to large deviations in the wave statistics for single realizations of the enclosure geometry. The expected statistics are restored to some degree when multiple realizations are considered.Keywords
Funding Information
- AFOSR/AFRL (FA9550-15-1-0171)
- ONR (N000141912481)
- Defense Advanced Research Projects Agency (HR00112120021)
This publication has 18 references indexed in Scilit:
- Experimental examination of the effect of short ray trajectories in two-port wave-chaotic scattering systemsPhysical Review E, 2010
- Effect of short ray trajectories on the scattering statistics of wave chaotic systemsPhysical Review E, 2009
- Wave chaos in acoustics and elasticityJournal of Physics A: Mathematical and Theoretical, 2007
- Strength Distributions and Symmetry Breaking in Coupled Microwave BilliardsPhysical Review Letters, 2006
- Statistics of Impedance and Scattering Matrices of Chaotic Microwave Cavities with Multiple PortsElectromagnetics, 2006
- Statistics of Impedance and Scattering Matrices in Chaotic Microwave Cavities: Single Channel CaseElectromagnetics, 2006
- Probability Amplitude Fluctuations in Experimental Wave Chaotic Eigenmodes with and Without Time-Reversal SymmetryPhysical Review Letters, 1998
- Spectrum and Eigenfunctions for a Hamiltonian with Stochastic TrajectoriesPhysical Review Letters, 1979
- Instability condition for confined waves with ergodic ray trajectoriesThe Physics of Fluids, 1979
- ber die Gleichverteilung von Zahlen mod. EinsMathematische Annalen, 1916