We compare the geometrical and statistical properties of the attractor underlying the chaotic dynamics of NH3-laser emission with those of the Lorenz attractors for parameters appropriate to the laser system. For particular operating conditions we find close agreement between laser dynamics and the Lorenz attractor exemplified by intensity pulse height distribution, spiral length distribution, and the "intensity Lorenz map". For other conditions producing "Lorenz-like" dynamics, however, qualitative differences are found. The particular dynamics predicted by the Lorenz model for the case of small b (twisting around z-axis) which is appropriate to the laser is shown to occur experimentally
Numerical simulations of the Maxwell-Bloch equations modelling an optically pumped laser with Gaussi...
We demonstrate experimentally deterministic diffusive motion of a laser variable using long intensit...
This research introduces and analyzes the famous Lorenz equations which are a classical example of a...
Dynamics of the intensity and optical field amplitude of a coherently pumped far-infrared NH-laser a...
Measurements are reported of the transient responses of a NH FIR ring laser to sudden changes in pum...
We have experimentally studied the dynamics of an optically pumped NH multitransverse-mode ring lase...
We report experimental studies of metastable chaos in the far-infrared ammonia ring: laser. When the...
Quantitative characterization of the intensity pulsations from an inhomogeneously broadened laser co...
Bridging the gap between laser physics and applied mathematics, this book offers a new perspective o...
We show experimentally that under certain conditions the chaotic intensity dynamics of an optically ...
Quantitative characterization of the intensity pulsations from an inhomogeneously broadened laser co...
This letter suggests a new way to investigate 3-D chaos in spatial and frequency domains simultaneou...
AbstractA description of the principal bifurcations which lead to the appearance of the Lorenz attra...
Abstract. Regions of the full parameter space for which chaotic behavior in laser models based on th...
The laser differential equations are transformed into identical coupled maps. The laser cavity losse...
Numerical simulations of the Maxwell-Bloch equations modelling an optically pumped laser with Gaussi...
We demonstrate experimentally deterministic diffusive motion of a laser variable using long intensit...
This research introduces and analyzes the famous Lorenz equations which are a classical example of a...
Dynamics of the intensity and optical field amplitude of a coherently pumped far-infrared NH-laser a...
Measurements are reported of the transient responses of a NH FIR ring laser to sudden changes in pum...
We have experimentally studied the dynamics of an optically pumped NH multitransverse-mode ring lase...
We report experimental studies of metastable chaos in the far-infrared ammonia ring: laser. When the...
Quantitative characterization of the intensity pulsations from an inhomogeneously broadened laser co...
Bridging the gap between laser physics and applied mathematics, this book offers a new perspective o...
We show experimentally that under certain conditions the chaotic intensity dynamics of an optically ...
Quantitative characterization of the intensity pulsations from an inhomogeneously broadened laser co...
This letter suggests a new way to investigate 3-D chaos in spatial and frequency domains simultaneou...
AbstractA description of the principal bifurcations which lead to the appearance of the Lorenz attra...
Abstract. Regions of the full parameter space for which chaotic behavior in laser models based on th...
The laser differential equations are transformed into identical coupled maps. The laser cavity losse...
Numerical simulations of the Maxwell-Bloch equations modelling an optically pumped laser with Gaussi...
We demonstrate experimentally deterministic diffusive motion of a laser variable using long intensit...
This research introduces and analyzes the famous Lorenz equations which are a classical example of a...