Mathematical Modeling in Diffraction Theory

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  • Author : Alexander G. Kyurkchan
  • Publisher : Elsevier
  • Pages : 280 pages
  • ISBN : 0128037482
  • Rating : /5 from reviews
CLICK HERE TO GET THIS BOOK >>>Mathematical Modeling in Diffraction Theory

Download or Read online Mathematical Modeling in Diffraction Theory full in PDF, ePub and kindle. this book written by Alexander G. Kyurkchan and published by Elsevier which was released on 19 September 2015 with total page 280 pages. We cannot guarantee that Mathematical Modeling in Diffraction Theory book is available in the library, click Get Book button and read full online book in your kindle, tablet, IPAD, PC or mobile whenever and wherever You Like. Mathematical Modeling in Diffraction Theory: Based on A Priori Information on the Analytical Properties of the Solution provides the fundamental physical concepts behind the theory of wave diffraction and scattered wave fields as well as its application in radio physics, acoustics, optics, radio astronomy, biophysics, geophysics, and astrophysics. This book provides a coherent discussion of several advanced topics that have the potential to push forward progress in this field. It begins with examples illustrating the importance of taking a priori information into account when developing algorithms for solving diffraction problems, with subsequent chapters discussing the basic analytical representations of wave fields, the auxiliary current and source methods for solving the problems of diffraction at compact scatterers, the null field and matrix methods that are widely used to solve problems in radio-physics, radio-astronomy, and biophysics, and the continued boundary condition and pattern equation method. Provides ideas and techniques for obtaining a priori information on analytical properties of wave fields and provides methods for solving diffraction problems Includes numerous concrete examples of localization of singularities of analytical continuation of wave fields Presents a qualitative explanation of the formation of visions of objects Formulates the concept of “invisible objects Supplies appropriate computer programs for all presented methods

Mathematical Modeling in Diffraction Theory

Mathematical Modeling in Diffraction Theory
  • Author : Alexander G. Kyurkchan,Nadezhda I. Smirnova
  • Publisher : Elsevier
  • Release : 19 September 2015
GET THIS BOOK Mathematical Modeling in Diffraction Theory

Mathematical Modeling in Diffraction Theory: Based on A Priori Information on the Analytical Properties of the Solution provides the fundamental physical concepts behind the theory of wave diffraction and scattered wave fields as well as its application in radio physics, acoustics, optics, radio astronomy, biophysics, geophysics, and astrophysics. This book provides a coherent discussion of several advanced topics that have the potential to push forward progress in this field. It begins with examples illustrating the importance of taking a priori

Mathematical Modeling in Diffraction Theory

Mathematical Modeling in Diffraction Theory
  • Author : Alexander Kyurkchan,Nadezhda I. Smirnova
  • Publisher : Elsevier
  • Release : 01 October 2015
GET THIS BOOK Mathematical Modeling in Diffraction Theory

Mathematical Modeling in Diffraction Theory: Based on A Priori Information on the Analytical Properties of the Solution provides the fundamental physical concepts behind the theory of wave diffraction and scattered wave fields as well as its application in radio physics, acoustics, optics, radio astronomy, biophysics, geophysics, and astrophysics. This book provides a coherent discussion of several advanced topics that have the potential to push forward progress in this field. It begins with examples illustrating the importance of taking a priori

Mathematical Modeling in Optical Science

Mathematical Modeling in Optical Science
  • Author : Gang Bao,Lawrence Cowsar,Wen Masters
  • Publisher : SIAM
  • Release : 01 January 2001
GET THIS BOOK Mathematical Modeling in Optical Science

This volume addresses recent developments in mathematical modeling in three areas of optical science: diffractive optics, photonic band gap structures, and waveguides. Particular emphasis is on the formulation of mathematical models and the design and analysis of new computational approaches. The book contains cutting-edge discourses on emerging technology in optics that provides significant challenges and opportunities for applied mathematicians, researchers, and engineers.

On the Kraus Levine Diffraction Model A Mathematical Theory of Conic Tip Diffraction

On the Kraus Levine Diffraction Model  A Mathematical Theory of Conic Tip Diffraction
  • Author : Joel Carroll,NAVAL UNDERSEA CENTER SAN DIEGO CALIF.
  • Publisher : Unknown
  • Release : 24 January 1973
GET THIS BOOK On the Kraus Levine Diffraction Model A Mathematical Theory of Conic Tip Diffraction

In 1961, Kraus and Levine developed a mathematical model for diffraction by an elliptic cone, which included a plane angular sector as the degenerate case. Satterwhite and Kouyoumjian relied heavily upon this development as a basis for much of the work in their 1970 report which deals with the degenerate case. The report is an outgrowth of the Kraus-Levine model in an effort to further clarify the analytical theory. In particular, special attention has been given to a class of integrals which

A Celebration of Mathematical Modeling

A Celebration of Mathematical Modeling
  • Author : Dan Czamanski,Marcus J. Grote,George Papanicolaou
  • Publisher : Springer Science & Business Media
  • Release : 09 March 2013
GET THIS BOOK A Celebration of Mathematical Modeling

ThisvolumecelebratestheeightiethbirthdayofJosephB. Keller. The authors who contributed to this volume belong to what can be called the “Keller school of applied mathematics. ” They are former students, postdoctoral fellows and visiting scientists who have collaborated with Joe (some of them still do) during his long career. They all look at Joe as their ultimate (role) model. JoeKeller’sdistinguishedcareerhasbeendividedbetweentheCourant Institute of Mathematical Sciences at New York University, where he received all his degrees (his PhD adviser being the great R. Courant himself) and

Numerical Simulation of Water Waves

Numerical Simulation of Water Waves
  • Author : Jianhua Tao
  • Publisher : Springer Nature
  • Release : 30 March 2020
GET THIS BOOK Numerical Simulation of Water Waves

This book discusses the numerical simulation of water waves, which combines mathematical theories and modern techniques of numerical simulation to solve the problems associated with waves in coastal, ocean, and environmental engineering. Bridging the gap between practical mathematics and engineering, the book describes wave mechanics, establishment of mathematical wave models, modern numerical simulation techniques, and applications of numerical models in engineering. It also explores environmental issues related to water waves in coastal regions, such as pollutant and sediment transport, and

Wave Propagation and Diffraction

Wave Propagation and Diffraction
  • Author : Igor T. Selezov,Yuriy G. Kryvonos,Ivan S. Gandzha
  • Publisher : Springer
  • Release : 05 September 2017
GET THIS BOOK Wave Propagation and Diffraction

This book presents two distinct aspects of wave dynamics – wave propagation and diffraction – with a focus on wave diffraction. The authors apply different mathematical methods to the solution of typical problems in the theory of wave propagation and diffraction and analyze the obtained results. The rigorous diffraction theory distinguishes three approaches: the method of surface currents, where the diffracted field is represented as a superposition of secondary spherical waves emitted by each element (the Huygens–Fresnel principle); the Fourier method;

Mathematical Modeling in Optical Science

Mathematical Modeling in Optical Science
  • Author : Gang Bao,Lawrence Cowsar,Wen Masters
  • Publisher : SIAM
  • Release : 01 January 2001
GET THIS BOOK Mathematical Modeling in Optical Science

This volume addresses recent developments in mathematical modeling in three areas of optical science: diffractive optics, photonic band gap structures, and waveguides. Particular emphasis is on the formulation of mathematical models and the design and analysis of new computational approaches. The book contains cutting-edge discourses on emerging technology in optics that provides significant challenges and opportunities for applied mathematicians, researchers, and engineers. Each of the three topics is presented through a series of survey papers to provide a broad overview

Seismic Diffraction

Seismic Diffraction
  • Author : Tijmen Jan Moser,Michael A. Pelissier
  • Publisher : SEG Books
  • Release : 30 June 2016
GET THIS BOOK Seismic Diffraction

The use of diffraction imaging to complement the seismic reflection method is rapidly gaining momentum in the oil and gas industry. As the industry moves toward exploiting smaller and more complex conventional reservoirs and extensive new unconventional resource plays, the application of the seismic diffraction method to image sub-wavelength features such as small-scale faults, fractures and stratigraphic pinchouts is expected to increase dramatically over the next few years. “Seismic Diffraction” covers seismic diffraction theory, modeling, observation, and imaging. Papers and

Issues in Logic Operations and Computational Mathematics and Geometry 2013 Edition

Issues in Logic  Operations  and Computational Mathematics and Geometry  2013 Edition
  • Author : Anonim
  • Publisher : ScholarlyEditions
  • Release : 01 May 2013
GET THIS BOOK Issues in Logic Operations and Computational Mathematics and Geometry 2013 Edition

Issues in Logic, Operations, and Computational Mathematics and Geometry: 2013 Edition is a ScholarlyEditions™ book that delivers timely, authoritative, and comprehensive information about Random Structures and Algorithms. The editors have built Issues in Logic, Operations, and Computational Mathematics and Geometry: 2013 Edition on the vast information databases of ScholarlyNews.™ You can expect the information about Random Structures and Algorithms in this book to be deeper than what you can access anywhere else, as well as consistently reliable, authoritative, informed, and relevant. The

Seismic Diffraction

Seismic Diffraction
  • Author : Kamill Davydovich Klem-Musatov,Henning Hoeber,Tijmen Jan Moser,Michael A. Pelissie
  • Publisher : Unknown
  • Release : 24 January 2022
GET THIS BOOK Seismic Diffraction

The use of diffraction imaging to complement the seismic reflection method is rapidly gaining momentum in the oil and gas industry. As the industry moves toward exploiting smaller and more complex conventional reservoirs and extensive new unconventional resource plays, the application of the seismic diffraction method to image sub-wavelength features such as small-scale faults, fractures and stratigraphic pinchouts is expected to increase dramatically over the next few years. "Seismic Diffraction" covers seismic diffraction theory, modeling, observation, and imaging. Papers and

A Celebration of Mathematical Modeling

A Celebration of Mathematical Modeling
  • Author : Dan Czamanski,Joseph Bishop Keller,Dan Givoli,Marcus J. Grote,George C. Papanicolaou,George Papanicolaou
  • Publisher : Springer Science & Business Media
  • Release : 30 April 2004
GET THIS BOOK A Celebration of Mathematical Modeling

This volume celebrates the eightieth birthday of the famous applied mathematician Joseph B. Keller. The book contains 12 chapters, each on a specific area of mathematical modeling, written by established researchers who have collaborated with J.B. Keller during his long career. These chapters, all inspired by J.B. Keller, deal with a variety of application fields and together span the broad subject of mathematical modeling. The models discussed in the book describe the behavior of various systems such as those

Mathematical Models of Information and Stochastic Systems

Mathematical Models of Information and Stochastic Systems
  • Author : Philipp Kornreich
  • Publisher : CRC Press
  • Release : 03 October 2018
GET THIS BOOK Mathematical Models of Information and Stochastic Systems

From ancient soothsayers and astrologists to today’s pollsters and economists, probability theory has long been used to predict the future on the basis of past and present knowledge. Mathematical Models of Information and Stochastic Systems shows that the amount of knowledge about a system plays an important role in the mathematical models used to foretell the future of the system. It explains how this known quantity of information is used to derive a system’s probabilistic properties. After an

Modern Theory of Gratings

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  • Author : Yuriy K. Sirenko,Staffan Ström
  • Publisher : Springer
  • Release : 23 July 2010
GET THIS BOOK Modern Theory of Gratings

The advances in the theory of diffraction gratings and the applications of these results certainly determine the progress in several areas of applied science and engineering. The polarization converters, phase shifters and filters, quantum and solid-state oscillators, open quasi optical dispersive resonators and power compressors, slow-wave structures and patter forming systems, accelerators and spectrometer; that is still far from being a complete list of devices exploiting the amazing ability of periodic structures to perform controlled frequency, spatial, and polarization selection

Sinusoids

Sinusoids
  • Author : Prem K. Kythe
  • Publisher : CRC Press
  • Release : 08 July 2014
GET THIS BOOK Sinusoids

A Complete Treatment of Current Research Topics in Fourier Transforms and Sinusoids Sinusoids: Theory and Technological Applications explains how sinusoids and Fourier transforms are used in a variety of application areas, including signal processing, GPS, optics, x-ray crystallography, radioastronomy, poetry and music as sound waves, and the medical sciences. With more than 200 illustrations, the book discusses electromagnetic force and sychrotron radiation comprising all kinds of waves, including gamma rays, x-rays, UV rays, visible light rays, infrared, microwaves, and radio waves.