Introduction to Fourier Optics
This renowned text applies the powerful mathematical methods of fourier analysis to the analysis and synthesis of optical systems. These ubiquitous mathematical tools provide unique insights into the capabilities and limitations of optical systems in both imaging and information processing and lead to many fascinating applications, including the field of holography.
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Foundations of Scalar Diffraction Theory
RayleighSommerfeld Diffraction Formula
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aberrations amplitude transmittance angle aperture applied approximation assumed Bragg cell coherent imaging coherent optical complex components consider convolution coordinates detector device diffraction efficiency diffraction order diffraction pattern direction distance effects emulsion equation exit pupil exposure field FIGURE film finite focal length focal plane Fourier transform Fraunhofer diffraction Fresnel diffraction geometrical optics geometry grating hologram holography illumination illustrated in Fig image plane imaging system impulse response incident incoherent input integral intensity distribution Jones matrix lenses linear liquid crystal magnification molecules monochromatic normal operation optical axis optical system output paraxial paraxial approximation photographic pixel plane wave plate point source point-spread function polarization problem propagation properties quadratic-phase reconstruction recording medium reference wave refractive index region represented result rotation shown in Fig signal sinusoidal spatial frequency spatial light modulators spectrum spherical wave theorem theory thickness transparency two-dimensional vector voltage wavefront wavelength zero