A rate-equation theory is derived for the coupling of two Fabry-Pérot semiconductor lasers. The effective coupling coefficients depend on the respective inversions in each individual laser, where the latter are modified by the coupling. Stable single-mode operation is investigated and locking ranges are calculated for lasers coupled by a linear coupler with given reflection and transmission coefficients. For a case of coupling via self-imaging in a multi-mode interference anti-phase reflector, the shapes of output-intensity curves agree well with measured curves
We propose a rate equations model for the description of a multilongitudinal mode semiconductor lase...
A set of rate equations is derived describing the deterministic multi-mode dynamics of a semiconduct...
International audienceIn 1964, W. E. Lamb introduced a mode-coupling constant C to characterize the ...
A rate-equation theory is derived for the coupling of two Fabry-Pérot semiconductor lasers. The effe...
In coupled lasers the effective coupling depends on the individual inversions in each constituent la...
The success of the very stable and reliable widely tuneable coupled cavity laser (CCL) reported in [...
Rate equations are derived for the coupled-cavity laser with a multimode-interference coupler. A str...
9 pages, 11 figures.-- Published online 21 November 2003.We present numerical and experimental inves...
The study of coupled semiconductor lasers is gaining in popularity, both due to the drive towards in...
Abstract. Rate equations are derived for the coupled-cavity laser with a multimode-interference coup...
A simple mathematical model describing coupled electrical, optical and thermal effects in semiconduc...
The stability and nonlinear dynamics of two semiconductor lasers coupled side to side via evanescent...
Coupled-mode rate equations for coupled-cavity lasers are derived using a novel approach. The method...
We propose a rate equations model for the description of a multilongitudinal mode semiconductor lase...
A set of rate equations is derived describing the deterministic multi-mode dynamics of a semiconduct...
International audienceIn 1964, W. E. Lamb introduced a mode-coupling constant C to characterize the ...
A rate-equation theory is derived for the coupling of two Fabry-Pérot semiconductor lasers. The effe...
In coupled lasers the effective coupling depends on the individual inversions in each constituent la...
The success of the very stable and reliable widely tuneable coupled cavity laser (CCL) reported in [...
Rate equations are derived for the coupled-cavity laser with a multimode-interference coupler. A str...
9 pages, 11 figures.-- Published online 21 November 2003.We present numerical and experimental inves...
The study of coupled semiconductor lasers is gaining in popularity, both due to the drive towards in...
Abstract. Rate equations are derived for the coupled-cavity laser with a multimode-interference coup...
A simple mathematical model describing coupled electrical, optical and thermal effects in semiconduc...
The stability and nonlinear dynamics of two semiconductor lasers coupled side to side via evanescent...
Coupled-mode rate equations for coupled-cavity lasers are derived using a novel approach. The method...
We propose a rate equations model for the description of a multilongitudinal mode semiconductor lase...
A set of rate equations is derived describing the deterministic multi-mode dynamics of a semiconduct...
International audienceIn 1964, W. E. Lamb introduced a mode-coupling constant C to characterize the ...