Disorder-induced cavities, resonances, and lasing in randomly-layered media
Yury Bliokh, Elena I. Chaikina, Noem\'i Liz\'arraga, Eugenio R., M\'endez, Valentin Freilikher, and Franco Nori

TL;DR
This paper investigates disorder-induced resonances and cavities in randomly-layered media through theoretical analysis and experiments, revealing their properties, distribution, and lasing behavior in active systems.
Contribution
It introduces an algorithm to detect and characterize resonant cavities in disordered media, linking cavity properties to system size and disorder strength, and demonstrates lasing in experimental fiber systems.
Findings
Number of cavities and resonances per frequency is system-size dependent.
Lasing cavities behave as distributed feedback lasers.
Experimental spectra show peaks corresponding to theoretical resonances.
Abstract
We study, theoretically and experimentally, disorder-induced resonances in randomly-layered samples,and develop an algorithm for the detection and characterization of the effective cavities that give rise to these resonances. This algorithm enables us to find the eigen-frequencies and pinpoint the locations of the resonant cavities that appear in individual realizations of random samples, for arbitrary distributions of the widths and refractive indices of the layers. Each cavity is formed in a region whose size is a few localization lengths. Its eigen-frequency is independent of the location inside the sample, and does not change if the total length of the sample is increased by, for example, adding more scatterers on the sides. We show that the total number of cavities, , and resonances, , per unit frequency interval is uniquely determined by the…
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