2013
DOI: 10.1103/physreva.87.063810
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Far-off-Bragg reconstruction of volume holographic gratings: A comparison of experiment and theories

Abstract: We performed light optical diffraction experiments on a nanoparticle-polymer volume holographic grating in an angular range including also far-off-Bragg replay. A comparison of three diffraction theories -on the same level of complexity -with our experimental results shows that the dynamical theory of diffraction and the first-order two-wave coupling theory using the beta-value method fit the data very well. In contrast, the prevalent two-wave coupling theory using the K-vector closure method yields a poor fit… Show more

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Cited by 16 publications
(15 citation statements)
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References 36 publications
(58 reference statements)
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“…A number of related theories have been reported to take account for various simple cases in diffraction [ 129 ]. These include: (1) a large number of high-order diffracted waves [ 130 ] and (2) only two waves (transmitted and first-order diffracted waves) to propagate [ 131 136 ] as sole waves in periodic media, respectively. In its rigorous counterpart model, coined as the rigorous coupled-wave analysis (RCWA)[ 137 , 138 ], an infinite set of second-order differential equations are solved, subject to the boundary conditions at .…”
Section: Holographic Grating Formation and Grating Characterizationmentioning
confidence: 99%
“…A number of related theories have been reported to take account for various simple cases in diffraction [ 129 ]. These include: (1) a large number of high-order diffracted waves [ 130 ] and (2) only two waves (transmitted and first-order diffracted waves) to propagate [ 131 136 ] as sole waves in periodic media, respectively. In its rigorous counterpart model, coined as the rigorous coupled-wave analysis (RCWA)[ 137 , 138 ], an infinite set of second-order differential equations are solved, subject to the boundary conditions at .…”
Section: Holographic Grating Formation and Grating Characterizationmentioning
confidence: 99%
“…There are plenty of theories to describe diffraction under two-wave coupling conditions without attenuation along the depth (e.g., [63,64,65]), maybe the most famous and extensively quoted one by Kogelnik [66]. For in-phase mixed gratings, the contributions of both components for the diffraction efficiency η1 simply add up [66], i.e., η1=[]prefixsin2n1πdλprefixcosθB+prefixsinh2α1d2prefixcosθBe2α0dprefixcosθB when the Bragg condition is fulfilled.…”
Section: Modeling and Data Evaluationmentioning
confidence: 99%
“…This algorithm was improved so that the higher orders of diffraction that appear in nonvolume holograms were considered as well. The number of diffraction orders that emerge at each point inside the medium at the reconstruction step and their direction of propagation are determined with the help of the so-called beta-value closure [26,[34][35][36] ( )…”
Section: Algorithm For Simulations Of Cylindrical Holographic Lenses mentioning
confidence: 99%