4 edition of Nonlinear theory of strong electromagnetic wave-plasma interactions found in the catalog.
Includes bibliographical references and index.
|Statement||edited by O.N. Krokhin.|
|Series||Proceedings of the Lebedev Physics Institute, Academy of Sciences of Russia,, v. 213, Trudy Fizicheskogo instituta., v. 213.|
|Contributions||Krokhin, O. N.|
|LC Classifications||QC718.5.E45 N66 1995|
|The Physical Object|
|Pagination||xii, 318 p. :|
|Number of Pages||318|
|ISBN 10||1560721545, 1560721383|
|LC Control Number||93032492|
This book draws together the principal ideas that form the basis of atomic, molecular, and optical science and engineering. It covers the basics of atoms, diatomic molecules, atoms and molecules in static and electromagnetic fields and nonlinear optics. Wave‐particle interaction between energetic electrons and EMIC waves has been studied extensively by the quasi‐linear diffusion theory. However, EMIC waves are typically strong enough to trigger nonlinear wave‐particle interaction effects and transport electrons in very different ways from quasi‐linear : Liheng Zheng, Lunjin Chen, Hui Zhu.
This motivated searching for a strong force gauge theory. This theory, now known as quantum chromodynamics, is a gauge theory with the action of the SU(3) group on the color triplet of quarks. The Standard Model unifies the description of electromagnetism, weak interactions and strong interactions in the language of gauge theory. Various aspects of the interaction of intense radiation and a plasma and of strong Langmuir turbulence are discussed. Particular attention is given to the self-interaction of waves in a plasma, noting a simplified model for studying the deformation region of a plasma resonance and the effectiveness of linear transformation in an inhomogeneous : A. G. Litvak.
Petahertz-bandwidth metrology is demonstrated in the measurement of nonlinear polarization in silica. Recent years have seen an increased interest in light–matter interactions Cited by: In the paper, nonlinear structure of electromagnetic field, electron temperature, and electron density in interaction with relativistic laser and collisional underdense rippled plasma are.
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Nonlinear Theory of Strong Electromagnetic Wave-Plasma Interactions (Horizons in World Physics) by Oleg N. Krokhin (Editor) ISBN ISBN Why is ISBN important. ISBN. This bar-code number lets you verify that you're getting exactly the right version or edition of a book.
Specifically, the weak turbulence theory is presented as it is applied to electromagnetic wave-particle interactions, nonlinear wave-wave interactions, and nonlinear wave-particle interactions. This book is a useful reference for students and researchers in the study of classical physics and plasma Edition: 1.
With the advent of laser and maser, the wave-plasma interaction emerged as a major rich field of research. To explore the possibility of laser driven fusion, laser-plasma interaction became a subject of worldwide research, revealing many novel nonlinear phenomena including generation and saturation of plasma instabilities, electron acceleration, and ion Coulomb : D.
Gupta. Get this from a library. Nonlinear theory of strong electromagnetic wave-plasma interactions. [O N Krokhin;]. It covers several selected topics on nonlinear wave-plasma interactio,ll in a treatment based on a hydrodynamic plasma description.
Thus, no attempt has been made to give a comprehensive view on all aspects of the interaction of strong electromagnetic waves with plasmas. The text is partly introductory and presents partly current results.
Title: Nonlinear Interactions of Strong Electromagnetic Waves with a Nonuniform Plasma: Authors: Demchenko, V. Publication: Nonlinear and Turbulent Processes in Physics, in 3 Volumes: Vol. 1: Nonlinear Effects in Plasma Physics, Astrophysics, and Elementary Particle Theory.
Book chapter Full text access 2 - The Korteweg–De Vries Equation—A Weakly Nonlinear Theory of Ion Sound Waves Pages Download PDF. Nonlinear interaction of an intense electromagnetic (EM) beam with relativistically hot electron-positron plasma is investigated by invoking the variational principle and numerical simulation.
We demonstrate the conversion of electrostatic pump waves into electromagnetic waves through nonlinear induced scattering by thermal particles Cited by: 9. Electromagnetic Wave Theory, Part 2 contains the proceedings of a Symposium on Electromagnetic Wave Theory held at Delft, The Netherlands in September The symposium provided a forum for discussing electromagnetic wave theory and tackled a wide range of topics, from propagation in nonlinear media to electromagnetic wave propagation and amplification in solid-state Edition: 1.
The interaction of a beam of light with a nonlinear optical medium can also be described in terms of nonlinear polarization. Another way of measuring the intensity-dependent refractive index is to use two separate beams, where the presence of the strong beam of amplitude E(ω) leads to a modification of the refractive index experienced by a.
The following chapters are included: (1) simple nonlinear examples, (2) coupled mode theory, (3) field energy in dissipative media, (4) formulation of nonlinear wave equations in terms of nonlinear current, (5) three-wave interactions, (6) energy relations, (7) negative energy waves, (8) coupled-mode equations, (9) stability criteria and asymptotic behavior for a general system of three.
Nonlinear Interaction of Intense Electromagnetic Waves with Plasmas During the next decade, more quantitative models must be developed that describe the nonlinear interaction and competition of plasma instabilities driven by intense electromagnetic waves.
Principles and Practices of Molecular Properties: Theory, Modeling and Simulations is written by noted experts in the field. It is a guide for graduate students, postdoctoral researchers and professionals in academia and industry alike, providing a set of keys to the research literature.
The absorption of a circularly polarized electromagnetic wave which propagates in a plasma along a magnetic field is analyzed. The exact equations of particle motion in the resonance region are solved with aid of elliptic functions. It is shown that the nonlinear damping constant has an oscillatory by: 1.
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As nonlinear optics is usually discussed based on electrodynamics it is useful to start with an overview of the basic equations and notions. The basic quantities describing an electromagnetic wave are the electric field and the magnetic note that the latter is conventionally called the magnetic induction or flux density, due to historical reasons.
mechanism of nonlinear mode-conversion from electromagnetic to electrostatic and from high frequency to low frequency waves. Physically, it may be looked upon as a nonlinear instability of two waves (an idler and a signal) by a modulating wave (a pump) due to a mode-coupling interaction.
The simplest example is the three-wave interaction subject. V M. Servin, M. Marklund, G. Brodin, J. Mendonca and V.
Cardoso, Non-linear self-interaction of plane gravitational waves, Physical Review D 67, () VI M. Servin and G. Brodin, Resonant interaction between gravitational waves, electromagnetic waves and plasma ows, accepted for publication in Physical Review D.
Scheduled issue: The Nonlinear Optics of Plasmas C. Joshi University of California, Los Angeles, Los Angeles, CAU.S.A. Received Abstract It is well known that plasmas exhibit many of the characteristics of a non-linear optical medium when intense electromagnetic waves are incident upon it.
Abstract. We demonstrate the conversion of electrostatic pump waves into electromagnetic waves through nonlinear induced scattering by thermal particles in a laboratory plasma. Electrostatic waves in the whistler branch are launched that propagate near the resonance cone. When the amplitude exceeds a threshold ~5 × 10−6times the background magnetic field, wave power is scattered below the pump frequency with wave normal Cited by: 9.This paper is divided in two parts.
In the first part we construct a model which describes solitary waves of the nonlinear Klein-Gordon equation interacting with the electromagnetic field. In the second part we study the electrostatic by: Get this from a library! Topics on Nonlinear Wave-Plasma Interaction.
[Klaus Baumgärtel; Konrad Sauer] -- The text presented here is an extended english version of a report by the authors which appeared in April at the Institute of Cosmical Research of the Academy of Sciences of the GDR in German.