Add to ORKGThe quantum-limited linewidth of a laser cavity is enhanced above the Schawlow-Townes value by the Petermann factor K, due to the non-orthogonality of the cavity modes. The average Petermann factor in an ensemble of cavities with chaotic scattering and broken time-reversal symmetry is calculated non-perturbatively using random-matrix theory and the supersymmetry technique, as a function of the decay rate Gamma of the lasing mode and the number of scattering channels N. We find for N>>1 that for typical values of Gamma the average Petermann factor propto N >> 1 is parametrically larger than unity
PhDScattering is a fundamental phenomenon in physics, e.g. large parts of the knowledge about quant...
Abstract. The linewidth of an unstable laser exceeds the quantum minimum by the Petermann factor K, ...
Scattering waves off resonant structures, with the waves coupling into and out of the structure at a...
PACS 42.50. Lc- Quantum fluctuations, quantum noise, and quantum jumps PACS 42.50.Ar- Photon statist...
The quantum-limited linewidth of a laser cavity is enhanced above the Schawlow-Townes value by the P...
he quantum-limited line width of a laser cavity is enhanced above the Schawlow�Townes value by the...
A random-matrix theory is presented for the linewidth of a laser cavity in which the radiation is sc...
This work presents a theory of the frequency-resolved light emission of active two-dimensional diele...
Using the supersymmetric method of random matrix theory within the Heidelberg approach framework we ...
We consider the 1/N-expansion of the moments of the proper delay times for a ballistic chaotic cavit...
We present a very simple "toy model" that allows one to recover the essential mathematical and phys...
Journal ArticleRadiation from a chaotic cavity filled with gain medium is considered. A set of coupl...
Jarosz A, Vidal P, Kanzieper E. Random matrix theory of quantum transport in chaotic cavities with n...
Experiments near the lock-in region in maximally dissipative non-Hermitian systems, e.g., convention...
We develop a random-matrix model of two-dimensional dielectric resonators which combines internal wa...
PhDScattering is a fundamental phenomenon in physics, e.g. large parts of the knowledge about quant...
Abstract. The linewidth of an unstable laser exceeds the quantum minimum by the Petermann factor K, ...
Scattering waves off resonant structures, with the waves coupling into and out of the structure at a...
PACS 42.50. Lc- Quantum fluctuations, quantum noise, and quantum jumps PACS 42.50.Ar- Photon statist...
The quantum-limited linewidth of a laser cavity is enhanced above the Schawlow-Townes value by the P...
he quantum-limited line width of a laser cavity is enhanced above the Schawlow�Townes value by the...
A random-matrix theory is presented for the linewidth of a laser cavity in which the radiation is sc...
This work presents a theory of the frequency-resolved light emission of active two-dimensional diele...
Using the supersymmetric method of random matrix theory within the Heidelberg approach framework we ...
We consider the 1/N-expansion of the moments of the proper delay times for a ballistic chaotic cavit...
We present a very simple "toy model" that allows one to recover the essential mathematical and phys...
Journal ArticleRadiation from a chaotic cavity filled with gain medium is considered. A set of coupl...
Jarosz A, Vidal P, Kanzieper E. Random matrix theory of quantum transport in chaotic cavities with n...
Experiments near the lock-in region in maximally dissipative non-Hermitian systems, e.g., convention...
We develop a random-matrix model of two-dimensional dielectric resonators which combines internal wa...
PhDScattering is a fundamental phenomenon in physics, e.g. large parts of the knowledge about quant...
Abstract. The linewidth of an unstable laser exceeds the quantum minimum by the Petermann factor K, ...
Scattering waves off resonant structures, with the waves coupling into and out of the structure at a...