1999
DOI: 10.1016/s0030-4018(99)00243-6
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Polychromatic dynamic holographic one-way image correction using liquid crystal SLMs

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Cited by 7 publications
(4 citation statements)
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“…In reality, due to the inevitable light loss in the modulator elements, the diffraction efficiency is even lower. This is a drawback of the direct method for holographic corrector recording, which was used in [4][5][6][7]. This drawback can be overcome by sophisticating the corrector recording schemes [8,9], as a result of which dynamic holographic gratings with an asymmetric fringe profile can be recorded.…”
Section: Introduction Thin Dynamic Holograms With An Asymmetric Frinmentioning
confidence: 99%
“…In reality, due to the inevitable light loss in the modulator elements, the diffraction efficiency is even lower. This is a drawback of the direct method for holographic corrector recording, which was used in [4][5][6][7]. This drawback can be overcome by sophisticating the corrector recording schemes [8,9], as a result of which dynamic holographic gratings with an asymmetric fringe profile can be recorded.…”
Section: Introduction Thin Dynamic Holograms With An Asymmetric Frinmentioning
confidence: 99%
“…Distorted wave fronts have been characterized with interferometry, 1 holography, 2 phase diversity, 3,4 modal analysis, 5 and wave-front sensors. 6 -8 A distorted wave front can be corrected 9,10 with adaptive optics, 11,12 liquid-crystal phase modulators, [13][14][15] or digital deconvolution from wave-front sensing. 16 We describe here a method of digital wave-front sensing and deconvolution based on the recently described astigmatic coherence sensor ͑ACS͒.…”
Section: Introductionmentioning
confidence: 99%
“…Especially spectacular results were demonstrated (see, for example, [3][4][5]) with the use of dynamic holographic correctors, recorded in optically addressed liquid crystal spatial light modulators (OA LC SLM) [6]. Special feature of such devices is that in this case dynamic holograms are practically thin, and thus free from spectral and angular limitations, usual for thick holograms.…”
Section: Introductionmentioning
confidence: 99%
“…to the following relationship: I(t,x,y) Erf + EJ2 irr[1 + pcos[(t,x,y)_ + Prd(X,Y)_rf(X,Y)lO}}(3) Here A = /(sin + sinO); I = 'rd If 2fiif/Irr . Taking into account the initial conditions:(O, x, y) = 0, 1(0, x, y) = 'rr @)[1 + p(O) cos -rd(x, y) + ''rf (x, y)}+ }}(4) the relationships(1)and(3)completely solve the problem of evaluation of spatial distribution of light intensity I(t,x,y) on the photosensitive layer of OA SLM and thus of the spatial profile of the dynamic grating y1(t,x,y).…”
mentioning
confidence: 99%