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[ subject:"Optical data processing" ]
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Forward and inverse scattering algor...
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Berg, P. M. van den,
Forward and inverse scattering algorithms based on contrast source integral equations /
紀錄類型:
書目-語言資料,印刷品 : Monograph/item
正題名/作者:
Forward and inverse scattering algorithms based on contrast source integral equations /Peter M. van den Berg.
作者:
Berg, P. M. van den,
面頁冊數:
xxv,510 pages :illustration.; 26 cm.
標題:
Wave equation.
ISBN:
cam 22003738i 4500
Forward and inverse scattering algorithms based on contrast source integral equations /
Berg, P. M. van den,
Forward and inverse scattering algorithms based on contrast source integral equations /
Peter M. van den Berg. - xxv,510 pages :illustration.; 26 cm.
Includes bibliographical references and index.
Scalar waves -- Acoustic waves -- Electromagnetic waves -- Scalar wave inversion -- Acoustic wave inversion -- Electromagnetic wave inversion -- Matlab scripts.
"Forward scattering solutions are of increasing importance in computer assisted design. A fast and accurate way to solve the problem of forward scattering helps the advancement of technologies such as integrated optics, geophysical exploration, non-destructive testing, semiconductor metrology and biomedical imaging. In this book we formulate the forward problem in terms of the domain (or volume) type of integral equations, which can be efficiently solved with the help of Fast Fourier Transformation techniques"--
ISBN: cam 22003738i 4500
LCCN: 2020030605Subjects--Topical Terms:
281570
Wave equation.
LC Class. No.: QC174.26.W28 / B464 2020
Dewey Class. No.: 515/.353
Forward and inverse scattering algorithms based on contrast source integral equations /
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"Forward scattering solutions are of increasing importance in computer assisted design. A fast and accurate way to solve the problem of forward scattering helps the advancement of technologies such as integrated optics, geophysical exploration, non-destructive testing, semiconductor metrology and biomedical imaging. In this book we formulate the forward problem in terms of the domain (or volume) type of integral equations, which can be efficiently solved with the help of Fast Fourier Transformation techniques"--
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