서지주요정보
Integral transforms for engineers [electronic resource]
서명 / 저자 Integral transforms for engineers [electronic resource] / Larry C. Andrews, Bhimsen K. Shivamoggi.
저자명 Andrews, Larry C.
Shivamoggi, Bhimsen K.
단체명 Society of Photo-optical Instrumentation Engineers.
발행사항 Bellingham, Wash. (1000 20th St. Bellingham WA 98225-6705 USA) : SPIE, 1999
Online Access http://dx.doi.org/10.1117/3.339204 URL

서지기타정보

서지기타정보
청구기호 QA432 .A63 1999e
형태사항 1 online resource (x, 353 p. : ill.) : digital file.
총서명 SPIE Press monograph ; PM66
언어 English
일반주기 "SPIE digital library."
Originally published: New York : Macmillan, c1988.
서지주기 Includes bibliographical references (p. 335-336) and index.
내용 Special functions -- Introduction -- The gamma function -- The error function and related functions -- Bessel functions -- Useful engineering functions -- Fourier integrals and Fourier transforms -- Introduction -- Fourier integral representations -- Proof of the Fourier integral theorem -- Fourier transform pairs -- Properties of the Fourier transform -- Transforms of more complicated functions -- The convolution integrals of Fourier -- Transforms involving generalized functions -- Hilbert transforms -- Additional topics -- Applications involving Fourier transforms -- Introduction -- Boundary value problems -- Heat conduction in solids -- Mechanical vibrations -- Potential theory -- Hydrodynamics -- Elasticity in two dimensions -- Probability and statistics -- The Laplace transform -- Introduction -- The transforms of some typical functions -- Basic operational properties -- Transforms of more complicated functions -- The inverse Laplace transform -- Complex inversion formula -- Additional topics -- Applications involving Laplace transforms -- Introduction -- Evaluating integrals -- Solutions of ODEs -- Solutions of PDEs -- Linear integral equations. The Mellin transform -- Introduction -- Evaluation of Mellin transforms -- Complex variable methods -- Applications -- Table of Mellin transforms -- The Hankel transform -- Introduction -- Evaluation of Hankel transforms -- Applications -- Table of Hankel transforms -- Finite transforms -- Introduction -- Finite Fourier transforms -- Sturm-Liouville transforms -- Finite Hankel transform -- Discrete transforms -- Introduction -- Discrete Fourier transform -- The Z transform -- Difference equations -- Table of Z transforms -- Bibliography -- Appendix A: Review of complex variables -- Appendix B: Table of Fourier transforms -- Appendix C: Table of Laplace transforms -- Index.
주제 Integral transforms.
보유판 및 특별호 저록 (Original) 0819432326 , 99014143
ISBN 9780819478481 (electronic) , 0819432326 (print) , 9780819432322 (print)
기타 표준번호 10.1117/3.339204
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