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Waves in nonlinear layered metamaterials, gyrotropic and plasma media /
The purpose is to give a wide, tutorial-driven, presentation of the theory of wave processes occurring in layered nonlinear metamaterials (MMs), gyrotropic and plasma media.
| Clasificación: | Libro Electrónico |
|---|---|
| Autores principales: | , |
| Formato: | Electrónico eBook |
| Idioma: | Inglés |
| Publicado: |
Bristol [England] (Temple Circus, Temple Way, Bristol BS1 6HG, UK) :
IOP Publishing,
[2022]
|
| Colección: | IOP (Series). Release 22.
IOP ebooks. 2022 collection. |
| Temas: | |
| Acceso en línea: | Texto completo |
Tabla de Contenidos:
- Page dedicated to Professor Allan D Boardman
- 1. Introductory chapter
- 1.1. Metamaterials : the discovery of 2000th
- 1.2. Characteristic features of the media and wave phenomena in metamaterials and the main approaches to their modeling
- 1.3. Purpose, tasks, and structure of the book
- 2. Metamaterials with active metaparticles. Absolute and convective instability in the active metamaterials
- 2.1. Artificial molecules (AMs) and their individual polarizations
- 2.2. Possibility of the existence of active metamaterials with spatial amplification and negative phase behavior
- 2.3. Nonlinear homogenization out of the frames of the perturbation method and constitutional (material) nonlinear relationships
- 2.4. Conclusions
- 3. General method of the derivation of nonlinear evolution equations for layered structures (NEELS) with the volume and surface nonlinearities
- 3.1. A method for the derivation of the nonlinear evolution equations for the waves in layered structures with bi-anisotropic metamaterials
- 3.2. Method NEELS for the giant resonance generation of the second harmonic of surface plasmons and the contribution of the surface and volume nonlinearities
- 3.3. Method NEELS for nonlinear electromagnetic and MSWs in the layered dielectric-ferromagnetic media with spatial dispersion and auxiliary boundary conditions
- 3.4. Conclusions to chapter 3
- 4. Application of the nonlinear evolution equations for layered structures (NEELS) method to the layered nonlinear passive gyrotropic and plasma-like structures with volume and surface nonlinearities
- 4.1. Application of method NEELS for the giant resonance generation of the second harmonic of surface plasmons and contribution of the surface and volume nonlinearities
- 4.2. Vortex structures on the backward volume magnetostatic waves in ferrite films
- 4.3. Formation and propagation of the bullets in the gyrotropic waveguides accounting for higher-order nonlinearities
- 4.4. Application of the method NEELS for the propagation of the waves in the linear waveguide Earth-Ionosphere
- 4.5. Conclusions to chapter 4
- 5. Controllable propagation and reflection of electromagnetic waves in layered gyrotropic metamaterial media
- 5.1. The problems under consideration
- 5.2. The magnetooptic control of spatial and spatio-temporal solitons in metamaterial waveguides
- 5.3. Stationary equations and spatial solitons in the presence of the higher-order effect : nonlinear diffraction
- 5.4. Non-stationary equations and spatial-temporal solitons in the presence of higher-order effects : nonlinear diffraction and dispersion, Raman interaction, and linear third-order dispersion. Generalization of NEELS method
- 5.5. New types of surface magnetic polaritons and reflection of electromagnetic waves in metamaterial-dielectric systems
- 5.6. Conclusions
- 6. Parametric interactions of the nonlinear waves in active layered metamaterials and gyrotropic structures
- 6.1. Wave structures in layered active gyrotropic media with parametric interaction
- 6.2. Nonlinear waves in the layered bi-anisotropic metamaterials
- 6.3. Parametric interactions and phase conjugation on active two-dimensional chiral metamaterial surfaces with linear and nonlinear Huygens sources
- 6.4. Conclusions to chapter 6
- 7. Formation propagation, and control of bullets in metamaterial waveguides with higher-order nonlinear effects and magnetooptic interaction
- 7.1. Introduction
- 7.2. Instabilities of bullets in the metamaterial waveguides with the influence of the higher-order nonlinear effects
- 7.3. Stabilization of bullets in periodical and magnetooptic metamaterial waveguides
- 7.4. Conclusions for chapter 7
- 8. Giant double-resonant second harmonic generation in the multilayered dielectric-graphene metamaterials
- 8.1. Introduction
- 8.2. Basic equations
- 8.3. Double resonant reflection and nonlinear scattering into second harmonic : simulations
- 8.4. Discussion and conclusions
- 9. Nonlinear transformation optics and field concentration
- 9.1. Introduction to metamaterial transformations and geometrical optics mapping onto full-wave nonlinear solutions. Impact of nonlinear wave transformations on the design of realistic devices
- 9.2. Inhomogeneous dielectric permittivity and the wave equation
- 9.3. 'Ordinary' geometrical optics
- 9.4. New CGO techniques
- 9.5. Formulas of CGO for the particular system shown in figure 9.1
- 9.6. Electromagnetic field inside an internal nonlinear region r [less than or equal to] Rc
- 9.7. Matching 'full-wave' and 'CGO' solutions and possible applications
- 9.8. Superfocusing combining linear and nonlinear media to create new forms of energy capture and field concentration
- 9.9. Conclusions
- 10. Wave processes in controlled and active metamaterials and plasma-like media in the presence of resonance and strong nonlinearity
- 10.1. Conditions for transition to the mode of strong nonlinearity during the generation of a giant localized surface plasmonic second harmonic
- 10.2. Nonlinear electromagnetic waves in metamaterial field concentrators
- 10.3. Nonlinear switching effect when electromagnetic waves pass through a multilayer resonant system 'dielectric-graphene'
- 10.4. Conclusions
- 11. Nonlinear stationary and non-stationary diffraction in active planar anisotropic hyperbolic metamaterial
- 11.1. Introduction
- 11.2. Basic equations. Two approaches : with and without an averaging
- 11.3. Details of the structure and requirements for materials
- 11.4. Results of simulations
- 11.5. The limiting case of the stationary NSE
- 11.6. The discussion and main results
- 12. Analytical models of formation of nonlinear dissipative wave structures in active quantum hyperbolic planar resonant metamaterials in IR range
- 12.1. General description of the problem
- 12.2. Theoretical approach to modeling of modern nonlinear active hyperbolic metamaterials. Ginzburg-Landau equation
- 12.3. Details of the structure of the active hyperbolic metamaterial
- 12.4. The model of a two-level active medium and equations for nonlinear EMW in planar active resonant hyperbolic medium
- 12.5. Example of numerical modeling
- 12.6. Conclusions
- 13. Rogue waves in metamaterial waveguides
- 13.1. Introduction
- 13.2. Simulations
- 13.3. Conclusions to chapter 13 and future trends
- 14. Waves in nonlinear layered metamaterials, gyrotropic and plasma media. The main results of the book and the proposed directions for future research
- 14.1. The main results obtained in the previous chapters.