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Nonlinear Photonic Crystals 2003 ed. [Kõva köide]

  • Formaat: Hardback, 376 pages, kõrgus x laius: 235x155 mm, kaal: 1620 g, XX, 376 p., 1 Hardback
  • Sari: Springer Series in Photonics 10
  • Ilmumisaeg: 29-Nov-2002
  • Kirjastus: Springer-Verlag Berlin and Heidelberg GmbH & Co. K
  • ISBN-10: 3540439005
  • ISBN-13: 9783540439004
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  • Formaat: Hardback, 376 pages, kõrgus x laius: 235x155 mm, kaal: 1620 g, XX, 376 p., 1 Hardback
  • Sari: Springer Series in Photonics 10
  • Ilmumisaeg: 29-Nov-2002
  • Kirjastus: Springer-Verlag Berlin and Heidelberg GmbH & Co. K
  • ISBN-10: 3540439005
  • ISBN-13: 9783540439004
Teised raamatud teemal:
Nonlinear optical studies of periodic dielectric structures have blossomed in the past two decades. New fabrication techniques are producing fiber grating and multidimensional photonic crystals in materials where the refractive index can be varied by light pulses and beams. Gap solitons that can propagate at any velocity from zero to the speed of light and spatial solitons that prevent the diffractive spread of light in waveguide arrays are two examples of the new phenomena described in this book. Many new materials and structures are being developed that will impact new optical devices with applications in optical communications and optical data processing. All the above topics are addressed in detail in this book.

Nonlinear optical studies of periodic dielectric structures have blossomed in the past two decades. New fabrication techniques are producing fiber grating and multidimensional photonic crystals in materials where the refractive index can be varied by light pulses and beams. Gap solitons that can propagate at any velocity from zero to the speed of light and spatial solitons that prevent the diffractive spread of light in waveguide arrays are two examples of the new phenomena described in this book. Microstructured optical fibers allow control of the guided mode dispersion for broadband light generation and new soliton phenomena. Many new materials and structures are being developed that will impact new optical devices with applications in optical communications and optical data processing. All the above topics are addressed in detail in this book.

Arvustused

From the reviews:



MATERIALS TODAY



"Slusher and Eggleton have persuaded the worlds leading experts to contribute significant original articles and chapters to this book. Among the interesting effects represented here are soliton-like pulse propagation; polarization instability; gap solitons, particularly as driven by Raman-type nonlinearities; slow light; and self-induced transparency This volume is an excellent accomplishment, brining together many authors in a common and consistent theme in a rapidly developing field."



"The book provides an overview of mostly one-dimensional nonlinear photonic crystals . It has a good index and numerous references to earlier work in the field of nonlinear photonic crystals. I recommend the book particularly to postgraduates who seek a well referenced and structured overview of this subject, as well as to specialists in the field of photonic crystals who want to expand their research in nonlinear directions." (Alexander Moroz, OPN - Optics & Photonics News, April, 2005)



"In the world of linear photonic crystals, significant breakthroughs are currently being made . Hence, a need for specialization, as in this well-edited collection, Nonlinear Photonic Crystals, which ponders the nonlinear optical properties of photonic crystals. Slushers and Eggleton have persuaded the worlds leading experts to contribute significant original articles and chapters to this book. This volume is an excellent accomplishment, bringing together many authors in a common and consistent theme in a rapidly developing new field." (Eli Yablonovitch, Materials Today, March, 2004)

Introduction
1(14)
R.E. Slusher
B.J. Eggleton
History
6(2)
Applications
8(1)
Future Directions and Challenges
9(1)
Book Outline
10(5)
References
10(5)
Part I Nonlinear Photonic Crystal Theory
Theory of Nonlinear Pulse Propagation in Periodic Structures
15(18)
A. Aceves
C.M de Sterke
M.I. Weinstein
Introduction
15(1)
Gratings at Low Intensities
16(8)
Gratings at High Intensities
24(3)
Nonlinear Schrodinger Limit
27(6)
References
30(3)
Polarization Effects in Birefringent, Nonlinear, Periodic Media
33(28)
S. Pereira
J.E. Sipe
Introduction
33(2)
Derivation of the Equations
35(13)
The Linear Coupled Mode Equations
36(2)
Dispersion Relation for the Linear CME
38(2)
Effective Birefringence
40(3)
Nonlinearity
43(2)
The Coupled Nonlinear Schrodinger Equations
45(3)
Numerical Simulations and Experimental Results
48(11)
Three Regimes of Propagation
49(3)
Approximate Solution for Polarization Evolution
52(2)
Frequency Dependent Polarization Instability
54(1)
Logic Gates using Birefringence
55(4)
Conclusion
59(2)
References
60(1)
Raman Gap Solitons in Nonlinear Photonic Crystals
61(12)
H.G. Winful
V.E. Perlin
Introduction and Brief History
61(3)
Propagation Equations
64(1)
Ultraslow and Stationary Raman Gap Solitons
65(4)
Distributed-Feedback Fiber Raman Laser
69(1)
Conclusion
70(3)
References
71(2)
Self-transparency and Localization in Gratings with Quadratic Nonlinearity
73(34)
C. Conti
S. Trillo
Introduction
73(1)
Stopbands Originating from Linear Versus Nonlinear Periodic Properties
74(5)
Self-transparency in the Stationary Regime
79(6)
The Models
80(2)
In-gap Self-transparency
82(2)
Out-gap Dynamics in Quadratic DFBs
84(1)
Regularity Versus Disorder in Quadratic DFBs
84(1)
Moving Solitons in the Bragg Grating
85(7)
Moving Solitons in a Nonlinear-Gap
92(5)
The Copropagating Case: Polarization Resonance Solitons
97(2)
Stability of Localized Excitations
99(3)
Conclusions and Further Developments
102(5)
References
103(4)
Photonic Band Edge Effects in Finite Structures and Applications to χ(2) Interactions
107(34)
G. D'Aguanno
M. Centini
J.W. Haus
M. Scalora
C. Sibilia
M.J. Bloemer
C.M. Bowden
M. Bertolotti
Introduction
107(1)
The PBG Structure as an ``Open Cavity'': Density of Modes (DOM) and Effective Dispersion Relation
108(8)
Group Velocity, Energy Velocity, and Superluminal Pulse Propagation
116(6)
χ(2) Interactions and the Effective Medium Approach
122(3)
Examples: Blue and Green Light Generation
125(2)
Frequency Down-Conversion
127(1)
Effective Index Method
128(2)
Equations of Motion and Pulse Propagation Formalism
130(6)
Conclusions
136(5)
References
138(3)
Theory of Parametric Photonic Crystals
141(28)
P.D. Drummond
H. He
Introduction
141(2)
The Parametric Gap Equations
143(5)
One-dimensional Maxwell Equations
143(1)
Bragg Grating Structure
144(1)
Grating Equations
145(1)
One-dimensional Dispersion Relation
146(2)
Hamiltonian Method
148(5)
Linear Part of the Hamiltonian and Mode Expansion
149(1)
Transverse Modes
150(1)
Longitudinal Modes
151(2)
The Effective Mass Approximation
153(3)
Nonlinear Part of the Hamiltonian
154(2)
Simulton Solutions
156(6)
Higher Dimensional Solutions
158(2)
Stability
160(1)
The EMA and Stability
161(1)
Material Group Velocity Mismatch
161(1)
Higher Dimensional Stability
162(1)
Conclusions
162(7)
References
164(5)
Part II Nonlinear Fiber Grating Experiments
Nonlinear Propagation in Fiber Gratings
169(32)
B.J. Eggleton
R.E. Slusher
Introduction
169(2)
Linear Properties of Fiber Bragg Gratings
171(6)
Fiber Bragg Gratings
171(4)
Polarization Properties of Fiber Bragg Gratings
175(2)
Nonlinear Properties of Fiber Bragg Gratings
177(6)
Nonlinear Coupled Mode equations
177(2)
Bragg Solitons
179(2)
Modulational Instability
181(1)
Nonlinear Polarization Effects
181(2)
Experimental Apparatus
183(3)
Experimental Results
186(11)
Linear Regime
186(2)
Fundamental Soliton Regime
188(4)
Modulational Instability Experiments
192(1)
Nonlinear Polarization Dependent Propagation Experiments
193(4)
Conclusions and Future Directions
197(4)
References
198(3)
Gap Solitons Experiments within the Bandgap of a Nonlinear Bragg Grating
201(20)
N.G.R. Broderick
Introduction
201(1)
Experimental Observation of Nonlinear Switching in an 8 cm Long Fibre Bragg Grating
202(6)
Characterisation of an All-optical Grating Based AND Gate
205(3)
Discussion of Early Results
208(1)
Switching Experiments in Long Gratings
208(6)
Results for a 20 cm Long Fibre Grating
208(4)
Switching in a 40 cm long Fibre Grating
212(1)
Discussion of Results
213(1)
Nonlinear Effects in AIGaAs Gratings
214(3)
Discussion and Conclusions
217(4)
References
218(3)
Pulsed Interactions in Nonlinear Fiber Bragg Gratings
221(34)
M.J. Steel
N.G.R. Broderick
Introduction
221(1)
Mathematical Description
222(6)
Linear Properties
223(2)
Nonlinear Effects
225(3)
Elements of Optical Pulse Compression
228(1)
Conventional Pulse Compression
229(1)
Compression in Fiber Bragg Gratings
229(1)
XPM Compression in Fiber Gratings: The Optical Pushbroom
229(4)
Transmitted Field
231(1)
Minimum Power Requirements
232(1)
Experimental Results
233(7)
CW Switching
235(1)
Pulsed Experiments: Realizing the Optical Pushbroom
236(2)
Backward-Propagating Pushbrooms
238(1)
Discussion on Experimental Results
239(1)
Parametric Amplification in Fiber Gratings
240(10)
Material Dispersion
240(1)
Grating-Assisted Continuous Wave Frequency Conversion
241(2)
Pulsed Parametric Amplification
243(1)
Results of the Full System
244(3)
Mechanism for Gain
247(3)
Discussion
250(5)
References
250(5)
Part III Novel Nonlinear Periodic Systems
Chalcogenide Glasses
255(14)
G. Lenz
S. Spalter
Introduction
255(1)
General Considerations
256(3)
Chalcogenide Glass
259(4)
Application to Pulse Compressors and Pulse Train Generators
263(3)
Conclusions
266(3)
References
266(3)
Optical Properties of Microstructure Optical Fibers
269(16)
J.K. Ranka
A.L. Gaeta
Introduction
269(1)
Microstructure Optical Fibers
270(2)
Optical Properties
272(3)
Nonlinear Interactions and Visible Continuum Generation
275(4)
Numerical Analysis
279(3)
Application and Measurement
282(1)
Conclusion
283(2)
References
283(2)
Semiconductor Optical Amplifiers with Bragg Gratings
285(16)
G.P. Agrawal
D.N. Maywar
Introduction
285(1)
Active Bragg Resonances
285(3)
Semiconductor Optical Amplifiers
285(1)
Distributed Feedback
286(1)
Nonlinear Bragg Resonances
287(1)
Optical Bistability
288(2)
Physical Origin
288(1)
Switching Characteristics
289(1)
Theoretical Model
290(3)
Average-Gain Equation
291(1)
Analytic Solution for the Optical Power
292(1)
Resonant-Type SOAs
293(2)
All-Optical Signal Processing
295(4)
Combinational Logic
295(2)
Sequential Logic
297(2)
Concluding Remarks
299(2)
References
300(1)
Atomic Solitons in Optical Lattices
301(22)
S. Potting
P. Meystre
E.M. Wright
Introduction
301(1)
Nonlinear Atom Optics
302(2)
One-dimensional Atomic Solitons
304(5)
One-dimensional GPE
304(1)
Dark Solitons
305(1)
Bright Solitons
306(1)
Gap Solitons in Optical Lattices
307(2)
Atomic Gap Solitons
309(5)
The Physical Model for a Spinor Condensate
309(1)
Soliton Solutions
310(2)
Soliton Properties
312(2)
Magneto-optical Control
314(2)
Manipulation Tools
314(1)
Excitation and Application
315(1)
Conclusion
316(7)
References
318(5)
Part IV Spatial Solitons in Photonic Crystals
Discrete Solitons
323(28)
H. Eisenberg
Y. Silberberg
Introduction
323(1)
Theory
324(7)
Discrete Diffraction
324(2)
The Diffraction Relation
326(2)
Nonlinear Excitations -- Discrete Solitons
328(2)
Dynamics of Light in a Waveguide Array
330(1)
Experiments
331(16)
Experimental Considerations
331(1)
Experimental Setup
332(1)
Demonstration of Discrete Solitons
333(2)
Formation of Discrete Solitons from Various Excitations
335(5)
Studies of Discrete Soliton Dynamics
340(4)
Self-Defocusing Under Anomalous Diffraction
344(2)
Interaction of a Linear Defect State with Discrete Diffraction
346(1)
Conclusion
347(4)
References
349(2)
Nonlinear Localized Modes in 2D Photonic Crystals and Waveguides
351(20)
S.F. Mingaleev
Y.S. Kivshar
Introduction
351(2)
Basic Equations
353(1)
Defect Modes: The Green Function Approach
354(2)
Effective Discrete Equations
356(1)
Nonlinear Waveguides in 2D Photonic Crystals
357(6)
Staggered and Unstaggered Localized Modes
359(2)
Stability of Nonlinear Localized Modes
361(2)
Self-Trapping of Light in a Reduced-Symmetry 2D Nonlinear Photonic Crystal
363(4)
Concluding Remarks
367(4)
References
368(3)
Index 371