Geometrical optics in moving dispersive media.

Cover of: Geometrical optics in moving dispersive media. | J. L. Synge

Published by Instiúid Árd-Léninn Bhaile Átha Cliath, Dublin Institute for Advanced Studies in Dublin .

Written in English

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Subjects:

  • Geometrical optics.

Edition Notes

Bibliography: p. 63.

Book details

SeriesCommunications of the Dublin Institute for Advanced Studies, ser.A,, no. 12
Classifications
LC ClassificationsQC381 .S953
The Physical Object
Pagination ii, 63 p.
Number of Pages63
ID Numbers
Open LibraryOL5783692M
LC Control Number59040027
OCLC/WorldCa3063160

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Table of Contents 1. Introduction.- 2. The Scalar Wave Field.- Equations of Geometrical Optics.- Mathematical Background.- Field Expansion in a Dimensionless Parameter.- Field Expansion in Inverse Wave Numbers.- Initial Conditions for the Eikonal and Amplitude Equations.- Asymptotic Nature of the Ray Series.- Rays and the Eikonal.- The Method of.

1. Introduction.- 2. The Scalar Wave Field.- Equations of Geometrical Optics.- Mathematical Background.- Field Expansion in a Dimensionless Parameter.- Field Expansion in Inverse Wave Numbers.- Initial Conditions for the Eikonal and Amplitude Equations.- Asymptotic Nature of the Ray Series.- Rays and the Eikonal.- The Method of Characteristics.

Geometrical optics of inhomogeneous media. [I︠U︡ A Kravt︠s︡ov; I︠U︡ I Orlov] such as the space-time geometrical optics of dispersive media in its most Read more Rating: (not yet rated) 0 Nondispersive Media.- Nonstationary Dispersive Media.- Evolution of Short Pulses.- Reflection from Moving Interfaces.

The acclaimed introductory text to geometrical and visual optics now in full color Geometrical and Visual Optics, Third Edition is a rigorous, yet approachable text that expertly combines basic optics with clinical application in a way that brings key optometry topics to life. It is meant to be a concise and user-friendly resource for clinicians as they begin their study of optics, and as /5(6).

Optics Lecture Notes by Michigan State University. This lecture note covers following topics: Nature of Light, Geometrical Optics, Optical Instrumentation, Dispersion, Prisms, and Aberrations, Wave Equations, EM Waves, Polarization, Fresnel Equations, Production of Polarized Light, Superposition of Waves Interference of Light, Coherence, Fraunhofer Diffraction, Fourier Optics, Characteristics.

Beam and Fiber Optics discusses the concepts of wave and geometrical optics that are most relevant to a deeper understanding of beam optics. This book is organized into five chapters that provide the Geometrical optics in moving dispersive media. book algebraic details, particularly the laws of beam propagation through unaberrated optical systems.

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book. Figure Dispersion and internal reflection of light passing through a raindrop. Figure 23 shows how the viewer sees the. Geometric optics is an optical model that describes the propagation of light in terms of rays.

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Composed of six chapters, the book focuses first on the historical outline of geometrical, physical, and physiological optics. This discussion is followed by the review of basic principles of ideal and natural light and Fresnel's equations on reflection and.

Survey of the asymptotic theory of electromagnetic waves in dispersive media with variable parameters. General questions of the space-time geometrical-optics method are considered. The peculiarities of the material equations for weakly nonstationary dispersive media are discussed.

Numerous physical problems which admit analytical solutions by the geometrical-optics method are considered. Abstract: The survey is devoted to the asymptotic theory of electro-magnetic waves in dispersive media with variable parameters.

General questions of the space-time geometric-optics method are considered in Section I. The peculiarities of the material equations for weakly nonstationary dispersive media are discussed in Section II.

This discussion is followed by some samples of dispersive media. Examples of stationary waves are also examined. The book proceeds with a discussion of waves of envelopes. The concept behind this subject is from the application of the methods of geometrical optics to non-linear theory.

Composed of six chapters, the book focuses first on the historical outline of geometrical, physical, and physiological optics. This discussion is followed by the review of basic principles of ideal and natural light and Fresnel's equations on reflection and refraction of light.

The optics of moving media. A straight line that originates at some point is called a ray. The part of optics dealing with the ray aspect of light is called geometric optics. Light can travel in three ways from a source to another location: (1) directly from the source through empty space; (2) through various media; (3) after being reflected from a mirror.

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Geometrical optics in dispersive media is rigorously derived from Maxwell’s equations by employing the two‐timing method. An effect analogous to Faraday rotation is found for the polarization plane of the wave, with the vorticity of the medium taking the place of the magnetic field.

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Physical optics deals with the nature of light itself. Geometrical optics has to do with the principles that govern the image-forming properties of devices that make use of light.

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