Geschäftskunden Kundenprogramme
Vor Ort
Merkzettel Warenkorb
  • Produktbild: Self-Organization in Optical Systems and Applications in Information Technology
  • Produktbild: Self-Organization in Optical Systems and Applications in Information Technology
Band 66

Self-Organization in Optical Systems and Applications in Information Technology

Aus der Reihe Springer Series in Synergetics

Fr. 62.90

inkl. gesetzl. MwSt., Versandkostenfrei

Beschreibung

Produktdetails

Einband

Taschenbuch

Erscheinungsdatum

02.03.1998

Herausgeber

Mikhail A. Vorontsov + weitere

Verlag

Springer Berlin

Seitenzahl

247

Maße (L/B/H)

23.5/15.5/1.5 cm

Gewicht

500 g

Auflage

2. Auflage

Sprache

Englisch

ISBN

978-3-540-64125-4

Beschreibung

Produktdetails

Einband

Taschenbuch

Erscheinungsdatum

02.03.1998

Herausgeber

Verlag

Springer Berlin

Seitenzahl

247

Maße (L/B/H)

23.5/15.5/1.5 cm

Gewicht

500 g

Auflage

2. Auflage

Sprache

Englisch

ISBN

978-3-540-64125-4

Herstelleradresse

Springer-Verlag GmbH
Heidelberger Platz 3
14197 Berlin
Deutschland
Email: sdc-bookservice@springer.com
Url: www.springer.com
Telephone: +49 30 827870
Fax: +49 30 8214091

Noch keine Bewertungen vorhanden

Verfassen Sie die erste Bewertung zu diesem Artikel

Helfen Sie anderen Kundinnen und Kunden durch Ihre Meinung.

Kundinnen und Kunden meinen

Bewertungen (0)
  • Produktbild: Self-Organization in Optical Systems and Applications in Information Technology
  • Produktbild: Self-Organization in Optical Systems and Applications in Information Technology
  • Self-Organization in Nonlinear Optics — Kaleidoscope of Patterns.- 1 What Is This Book About?.- 2 Nonlinear Optics: The Good Old Times.- 3 The First Model — Kerr-Slice/Feedback Mirror System.- 4 Diffusion, Diffraction, and Spatial Scales.- 5 One More Scheme: The First Step Toward Optical Synergetics.- 6 Nonlocal Interactions; Optical Kaleidoscope of Patterns.- 7 OK-Equation and “Dry Hydrodynamics”.- 8 One More Nonlinear Element: Two-Component Optical Reaction-Diffusion Systems.- 9 Diffraction at Last; Rolls and Hexagons.- 10 diffraction and Diffraction.- 11 Far Away from Hexagons: Delay in Time and Space.- 12 Diffusion + Diffraction + (Interference) + Nonlocal Interactions = Akhseals.- References.- 1 Information Processing and Nonlinear Physics: From Video Pulses to Waves and Structures.- 1 Information Encoding by Carrier Modulation and the Physics of Nonlinear Oscillations and Waves.- 2 Modulation of Light Waves and Information Encoding in Digital Optical Computers. Optical Triggers.- 3 Strong Optical Nonlinearities. Nonlinear Materials.- 4 Generation and Transformation of Femtosecond Light Pulses.- 5 Control of Transverse Interactions in Nonlinear Optical Resonators: Generation, Hysteresis, and Interaction of Nonlinear Structures.- 6 Conclusion. Nonlinear Optics and Molecular Electronics.- References.- 2 Optical Design Kit of Nonlinear Spatial Dynamics.- 1 Elementary Optical Synergetic Blocks.- 1.1 Characteristics of a Synergetic Block.- 1.2 Optical Synergetic Block Based on LCLV.- 1.3 Main Mathematical Models.- 1.4 Optical Multistability and Switching Waves.- 2 Integral Transverse Interactions.- 2.1 The Synergetic Optical Block with an Electronic Feedback Circuit.- 3 Optical Counterparts of Two-Component Reaction-Diffusion Systems.- 3.1 Linear Stability Analysis and Bifurcation of Uniform States.- 4 Conclusion.- References.- 3 Pattern Formation in Passive Nonlinear Optical Systems.- 1 Induced and Spontaneous Patterns.- 1.1 Materials and Geometries.- 2 Mirror Feedback Systems.- 2.1 Kerr Slice with Feedback Mirror.- 2.2 Basic Model and Stability Analysis.- 2.3 Liquid Crystal Light Valve Systems.- 3 Pattern Formation in Optical Cavities.- 3.1 Vector Kerr Model and Equations.- 3.2 Spatial Stability of Symmetric Solutions.- 3.3 Pattern Formation in a Two-Level Optical Cavity.- 4 Conclusion.- References.- 4 Spatio-Temporal Instability Threshold Characteristics in Two-Level Atom Devices.- 1 Linear Stability Analysis of Stationary Solutions.- 2 Feedback Mirror Experiment.- 2.1 Experimental Results.- 2.2 Linear Analysis.- 2.3 Static and Dynamical Thresholds.- 2.4 Role of the Longitudinal Grating.- 2.5 Discussion of the Phase Conjugation Effects.- 2.6 Role of the Homogeneous Dephasing Time.- 2.7 Role of the Time Delay.- 3 The Ségard and Macke Experiment.- 3.1 Experiment.- 3.2 Linear Analysis.- 3.3 Physics of the Coupling.- 3.4 No Rabi Gain at Threshold.- 4 Rayleigh Self-Oscillation in an Intrinsic System.- 4.1 Characteristics of the Self-Oscillation in the No-Pump Depletion Model.- 4.2 Threshold Characteristics for Depleted Pump Fields.- 4.3 Doppler Effect.- 5 Conclusion.- References.- 5 Transverse Traveling-Wave Patterns and Instabilities in Lasers.- 1 Basic Equations and Transverse Traveling-Wave Solution.- 2 Instabilities: Direct Stability Analysis and Phase Equations.- 3 Pattern Transition and Selection.- 4 Conclusion.- References.- 6 Laser-Based Optical Associative Memories.- 1 Nonlinear Dynamic Equations and Steady-State Equations.- 2 Single- and Multimode Stationary Solutions. Spatial Multistability.- 3 Operation with Injected Signal.- 4 General Description of the System.- References.- 7 Pattern and Vortex Dynamics in Photorefractive Oscillators.- 1 Pattern Formation and Complexity.- 1.1 The Multimode Optical Oscillator: 1-, 2-, 3-Dimensional Optics.- 1.2 The Photorefractive Ring Oscillator. How to Control the Fresnel Number.- 1.3 Periodic (PA) and Chaotic (CA) Alternation and Space-Time Chaos.- 2 Phase Singularities, Topological Defects, and Turbulence.- 2.1 Phase Singularities in Linear Waves. Speckle Experiments.- 2.2 Phase Singularities in Nonlinear Optics: Scaling Laws.- 2.3 Comparison of Vortex Statistics in Speckle and Photorefractive Patterns.- 2.4 Transition from Boundary- to Bulk-Controlled Regimes.- 3 Theory of Pattern Formation and Pattern Competition.- 3.1 Equations of Photorefractive Oscillator.- 3.2 Truncation to a Small Number of Modes: Numerical Evidence of PA, CA, and STC.- 3.3 Symmetry Breaking at the Onset of Pattern Competition.- References.- 8 Prom the Hamiltonian Mechanics to a Continuous Media. Dissipative Structures. Criteria of Self-Organization.- 1 The Transition from Reversible Equations of Mechanics to Irreversible Equations of the Statistical Theory.- 1.1 Physical Definition of Continuous Medium.- 1.2 The Gibbs Ensemble for Nonequilibrium Processes.- 1.3 The Unified Definition of “Continuous Medium” Averaging over Physically Infinitesimal Volume.- 1.4 The Constructive Role of the Dynamic Instability of the Motion of Atoms.- 2 The Unified Description of Kinetic and Hydrodynamic Motion.- 2.1 The Generalized Kinetic Equation.- 3 The Equation of Entropy Balance. The Heat Flow.- 4 Equations of Hydrodynamics with Self-Diffusion.- 5 Effect of Self-Diffusion on the Spectra of Hydrodynamic Fluctuations.- 6 The Kinetic Approach in the Theory of Self-Organization — Synergetics. Basic Mathematical Models.- 7 Kinetic and Hydrodynamic Description of the Heat Transfer in Active Medium.- 8 Kinetic Equation for Active Medium of Bistable Elements.- 9 Kinetic Fluctuations in Active Media.- 9.1 The Langevin Source in the Kinetic Equation.- 9.2 Spatial Diffusion. “Tails” in the Time Correlations.- 9.3 The Langevin Source in the Reaction Diffusion (FKPP) Equation.- 10 Natural Flicker Noise (“1/f Noise”).- 10.1 Natural Flicker Noise for Diffusion Processes.- 10.2 Natural Flicker Noise for Reaction-Diffusion Processes.- 11 Criteria of Self-Organization.- 11.1 Evolution in the Space of Controlling Parameters. S-Theorem.- 11.2 The Comparison of the Relative Degree of Order of States on the Basis of the S-Theorem Using Experimental Data.- 12 Conclusion. Associative Memory and Pattern Recognition.- References.