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Nonlinear Optics and Laser Emission through Random Media / by Viola Folli

Disorder is everywhere, inherently present in nature, and is commonly believed to be a synonymous with disturbance. As a consequence, the methodical and customary study of the dynamics of the electromagnetic field, both in the linear and nonlinear optical regimes, leans to rule out it from the treat... Full description

PPN (Catalogue-ID): 718776887
Personen: Folli, Viola
Format: eBook eBook
Enthält: 1 Introduction; 1.1 Light and Nonlinearity; 1.2 Light and Disorder; 1.3 Overview of This Thesis; References; Part I Non-Resonant Systems; 2 Nonlinear Schroedinger Equation; 2.1 Introduction; 2.2 Local Case; 2.2.1 Plane Wave Solution; 2.2.2 Modulation Instability; 2.2.3 The Bound States; 2.3 Nonlocal Case; 2.3.1 Plane Wave Solution; 2.3.2 Modulation Instability; 2.3.3 The Bound States; 2.3.4 Highly Nonlocal Limit; References; 3 Weakly Disordered Nonlinear Schroedinger Equation; 3.1 Introduction; 3.2 The Model; 3.3 Soliton Perturbation Theory in Nonlocal Media
Language: English
Published: Dordrecht, Springer Netherlands, 2012
Series: Springer Theses
Hochschule: Zugl.: Rom, Sapienza Università di Roma, Diss.
Basisklassifikation: 33.38
RVK:

UH 5690: Physik -- Klassische Felder, Elektrizitätslehre, Optik, Quantenoptik, Laser, Relativitätstheorie -- Quantenoptik, Laser- und Masertheorie, Quantenelektronik, Teilchenoptik, Relativitätstheorie -- Quantenoptik, Laser- und Maserphysik -- Nichtlineare Optik allgemein

Subjects:

Ungeordnetes System / Nichtlineare Optik / Laser

Formangabe: Hochschulschrift
Notes: Description based upon print version of record
Physical Description: Online-Ressource, digital.
Link: Inhaltstext
ISBN: 978-94-007-4513-1
Sekundärausgabe Online-Ausg., 2013, Springer eBook Collection. Physics and Astronomy

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501 |a 1 Introduction; 1.1 Light and Nonlinearity; 1.2 Light and Disorder; 1.3 Overview of This Thesis; References; Part I Non-Resonant Systems; 2 Nonlinear Schroedinger Equation; 2.1 Introduction; 2.2 Local Case; 2.2.1 Plane Wave Solution; 2.2.2 Modulation Instability; 2.2.3 The Bound States; 2.3 Nonlocal Case; 2.3.1 Plane Wave Solution; 2.3.2 Modulation Instability; 2.3.3 The Bound States; 2.3.4 Highly Nonlocal Limit; References; 3 Weakly Disordered Nonlinear Schroedinger Equation; 3.1 Introduction; 3.2 The Model; 3.3 Soliton Perturbation Theory in Nonlocal Media 
501 |a 3.4 Application to the Disordered Nonlocal NLS3.5 Nonparaxial Corrections; References; 4 Disordered Nonlinear Schroedinger Equation; 4.1 Introduction; 4.2 Anderson Localization; 4.3 The Model; 4.4 Highly Nonlocal Limit; 4.5 Instability of Anderson States; 4.6 Nonlocal Responses; 4.7 Numerical Results; 4.8 Beating of Anderson Localizations; References; 5 Scale-Free Nonlinearity in Disordered Ferroelectrics; 5.1 Diffusive Nonlinearity in Disordered Ferroelectrics; 5.2 Scale-Free Solitons; 5.3 Scale-Free Instability; 5.3.1 Absence of Modulational Instability 
501 |a 5.3.2 Theory of Scale-Free Instabilities5.3.3 Defocusing Instability; 5.3.4 Fragmenting Instability; References; Part II Resonant Systems; 6 The Maxwell-Bloch Equations; 6.1 Introduction; 6.2 Generalities; 6.3 The Numerical Approach; 6.4 The Soliton Solution of the MB Equations; References; 7 Disordered Maxwell-Bloch Equations; 7.1 Introduction; 7.2 Soliton Perturbation Theory in Resonant Media; 7.3 Anderson Localization in Resonant Media; References; 8 Glassy Behavior of Laser; 8.1 Introduction; 8.2 The Model; 8.3 Averaged Free Energy; 8.4 Complexity; 8.5 The Phase Diagram; References 
501 |a 9 The Granular Laser9.1 Introduction; 9.2 Introduction to Random Laser; 9.3 Experimental Setup and Procedures; 9.3.1 Continuous Wave Analysis; 9.3.2 Laser Emission Analysis; 9.3.3 Oscillation Amplitude Calibration; 9.4 The Diffusive Random Laser; 9.4.1 Continuous Wave Analysis; 9.4.2 Laser Emission Analysis; 9.5 The Granular Random Laser; 9.5.1 Continuous Wave Analysis; 9.5.2 Laser Emission Analysis; 9.5.3 Emission at Constant Power; 9.5.4 Shot-to-Shot Variation; 9.5.5 Sample with Doubled Radius (2mm); 9.5.6 The Two-Dimensional Granular Laser; 9.5.7 The Heterogeneous Granular Sample 
501 |a References10 Conclusions; 
502 |a Zugl.: Rom, Sapienza Università di Roma, Diss. 
520 |a Disorder is everywhere, inherently present in nature, and is commonly believed to be a synonymous with disturbance. As a consequence, the methodical and customary study of the dynamics of the electromagnetic field, both in the linear and nonlinear optical regimes, leans to rule out it from the treatment. On the other hand, nonlinearity enriches the physical disciplines and brings them closer to reality with respect to the linear approximation. Nonlinearity allows to stimulate a wide and rich ensemble of optical responses that beautifies the role of matter in the active processes with electromagnetic fields. Independently of each other, both of these mechanisms foster localization of light. What happens when light enlightens their synergistic interaction? When pushed together, light, disorder and nonlinearity make new and intriguing phenomena emerge. This text provides a comprehensive investigation of the role of disorder in the nonlinear optical propagation both in transparent media and lasers.¡ Eventually, disorder promotes and enhances complex nonlinear dynamics opening new perspectives in applied research driven by the processes of localization of the electromagnetic field. The first experimental study of laser emission in granular media unveils how randomness magnifies and largely affect laser-matter interactions. Viola Folli in her research work touches and deepens the leading milestones of the new science named Complex Photonics 
520 |a Disorder is everywhere, inherently present in nature, and is commonly believed to be a synonymous with disturbance. As a consequence, the methodical and customary study of the dynamics of the electromagnetic field, both in the linear and nonlinear optical regimes, leans to rule out it from the treatment. On the other hand, nonlinearity enriches the physical disciplines and brings them closer to reality with respect to the linear approximation. Nonlinearity allows to stimulate a wide and rich ensemble of optical responses that beautifies the role of matter in the active processes with electromagnetic fields. Independently of each other, both of these mechanisms foster localization of light. What happens when light enlightens their synergistic interaction? When pushed together, light, disorder and nonlinearity make new and intriguing phenomena emerge. This text provides a comprehensive investigation of the role of disorder in the nonlinear optical propagation both in transparent media and lasers.  Eventually, disorder promotes and enhances complex nonlinear dynamics opening new perspectives in applied research driven by the processes of localization of the electromagnetic field. The first experimental study of laser emission in granular media unveils how randomness magnifies and largely affect laser-matter interactions. Viola Folli in her research work touches and deepens the leading milestones of the new science named Complex Photonics. 
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