Statistics of resonance states in a weakly open chaotic microwave cavity

C. Poli; O. Legrand; F. Mortessagne; D. Savin

doi:10.1051/iesc/2010mpcm02003

All issues

Year: 2010 (December)

10.1051/iesc/2010mpcm02003

Abstract

Open Access

Issue		December 2010


Article Number		02003
Number of page(s)		31
Section		Contributed Lectures
DOI		https://doi.org/10.1051/iesc/2010mpcm02003
Published online		23 December 2010

Mesoscopic Physics in Complex Media, 02003 (2010)

Statistics of resonance states in a weakly open chaotic microwave cavity

C. Poli¹, O. Legrand¹ and F. Mortessagne¹

D. Savin²

¹ Laboratoire de Physique de la Matière Condensée (LPMC) CNRS UMR 6622 & Université de Nice-Sophia Antipolis
² University of Brunel (UK) L. LABONTE, LPMC

Abstract

Complexness of eigenfunctions was studied using the effective Hamiltonian formalism & RMT

Proportionality between the average complexness parameter and the variance of the resonance width

Exact probability distribution of the complexness parameter derived in the GOE case

Spatially continuously distributed losses in a chaotic cavity described by a Random Matrix model with a ﬁnite number M of coupling chann els, w h ich co nst itute s a var iable parameter in the cavity.