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The glassy random laser: replica symmetry breaking in the intensity fluctuations of emission spectra.


ABSTRACT: The behavior of a newly introduced overlap parameter, measuring the correlation between intensity fluctuations of waves in random media, is analyzed in different physical regimes, with varying amount of disorder and non-linearity. This order parameter allows to identify the laser transition in random media and describes its possible glassy nature in terms of emission spectra data, the only data so far accessible in random laser measurements. The theoretical analysis is performed in terms of the complex spherical spin-glass model, a statistical mechanical model describing the onset and the behavior of random lasers in open cavities. Replica Symmetry Breaking theory allows to discern different kinds of randomness in the high pumping regime, including the most complex and intriguing glassy randomness. The outcome of the theoretical study is, eventually, compared to recent intensity fluctuation overlap measurements demonstrating the validity of the theory and providing a straightforward interpretation of qualitatively different spectral behaviors in different random lasers.

SUBMITTER: Antenucci F 

PROVIDER: S-EPMC4663759 | biostudies-literature | 2015 Nov

REPOSITORIES: biostudies-literature

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The glassy random laser: replica symmetry breaking in the intensity fluctuations of emission spectra.

Antenucci Fabrizio F   Crisanti Andrea A   Crisanti Andrea A   Leuzzi Luca L  

Scientific reports 20151130


The behavior of a newly introduced overlap parameter, measuring the correlation between intensity fluctuations of waves in random media, is analyzed in different physical regimes, with varying amount of disorder and non-linearity. This order parameter allows to identify the laser transition in random media and describes its possible glassy nature in terms of emission spectra data, the only data so far accessible in random laser measurements. The theoretical analysis is performed in terms of the  ...[more]

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