Introduction to Fourier OpticsThe second edition of this respected text considerably expands the original and reflects the tremendous advances made in the discipline since 1968. All material has been thoroughly updated and several new sections explore recent progress in important areas, such as wavelength modulation, analog information processing, and holography. Fourier analysis is a ubiquitous tool with applications in diverse areas of physics and engineering. This book explores these applications in the field of optics with a special emphasis on applications to diffraction, imaging, optical data processing, and holography. This book can be used as a textbook to satisfy the needs of several different types of courses, and it is directed toward both engineers ad physicists. By varying the emphasis on different topics and specific applications, the book can be used successfully in a wide range of basic Fourier Optics or Optical Signal Processing courses. |
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aberrating medium amplitude and phase amplitude transmittance analysis angular spectrum aperture application approximation assumed coherent transfer function component convolution coordinates diffraction-limited distance dx dy effects emulsion entrance pupil exit pupil exp jkro1 exposure field distribution Figure film filter finite focal length focal plane Fourier transform Fraunhofer diffraction Fraunhofer diffraction pattern Fresnel diffraction geometrical optics geometry hologram holography Huygens-Fresnel principle illustrated in Fig image intensity imaging system impulse response incident incoherent illumination input intensity distribution Kirchhoff lens lenses light modulation monochromatic nonlinear object point object wave obtained optical transfer function output phasor photographic photographic film plane wave point source Prob properties pupil function real image reconstruction recording reference wave result SAN DIEGO screen shown in Fig simple spherical wave synthesized techniques theorem theory tion transparency Vander Lugt virtual image wavefront wavefront-reconstruction wavelength yield λε