Introduction to Fourier optics

By Joseph W. Goodman. 1969

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Citations in the corpus

On a Link Between Kernel Mean Maps and Fraunhofer Diffraction, with an Application to Super-Resolution Beyond the Diffraction Limit (2013, methodology): “6 of Goodman’s book on Fourier Optics [10] discusses these early studies of the diffraction limits and concludes, that “the Rayleigh limit to resolution represents a practical limit to the resolution that can be achieved with a conventional imaging system.”
Optomechanical uncooled infrared imaging system: design, microfabrication, and performance (2002, background): “When coherent light is incident on a diffraction grating, the diffracted light forms a spatial Fourier transform of the grating in the far field [20].”
Creation and detection of optical modes with spatial light modulators (2016, background): “This idea dates back many decades to pattern recognition [71], and was later applied to optical modes with diffractive optical elements [7,72–74], in stud-”
Optical wave turbulence: Towards a unified nonequilibrium thermodynamic formulation of statistical nonlinear optics (2014, background): “Indeed, the Fourier transform of a slit characterized by a size 2a is simply | ψ(kx)|(2) ∝ |sin(kxa)/(kxa)|(2) which indeed decays according to 1/k(2)x [372,373].”
Liquid crystal lenses with tunable focal length (2017, methodology): “Once the nematic LC director profile has been found, one can calculate the phase retardation and estimate the dependence of the focal length f on the applied voltage by fitting to a parabola [49]:”
Phase recovery and holographic image reconstruction using deep learning in neural networks (2017, unknown): “Compared to existing holographic phase recovery approaches, this neural network framework is signi ﬁ cantly faster to compute and reconstructs improved phase and amplitude images of the objects with less number of measurements.”
Free Space Optical Communications — Theory and Practices (2014, background): “Figure 4 illustrates the behavior of converging and diverging lenses [6].”