Exact diffraction calculation from fields specified over arbitrary curved surfaces
Esmer, G. B.
Ozaktas, H. M.
5537 - 5548
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Calculation of the scalar diffraction field over the entire space from a given field over a surface is an important problem in computer generated holography. A straightforward approach to compute the diffraction field from field samples given on a surface is to superpose the emanated fields from each such sample. In this approach, possible mutual interactions between the fields at these samples are omitted and the calculated field may be significantly in error. In the proposed diffraction calculation algorithm, mutual interactions are taken into consideration, and thus the exact diffraction field can be calculated. The algorithm is based on posing the problem as the inverse of a problem whose formulation is straightforward. The problem is then solved by a signal decomposition approach. The computational cost of the proposed method is high, but it yields the exact scalar diffraction field over the entire space from the data on a surface.
Plane wave decomposition
Scalar optical diffraction
Computer generated holography
Eigenvalues and eigenfunctions
Permalink (Please cite this version)http://hdl.handle.net/11693/21698
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Uzunov, V.; Esmer, G. B.; Gotchev, A.; Onural, L.; Ozaktas, H. M. (2007)A discrete computational model for the diffraction process is essential in forward problems related to holographic TV. The model must be as general as possible, since the shape of the displayed objects does not bear any ...
Esmer, G. B.; Uzunov, V.; Onural, L.; Gotchev, A.; Ozaktas, H. M. (2007)Diffraction field computation is an important task in the signal conversion stage of the holographic 3DTV. We consider an abstract setting, where the diffraction field of the desired 3D scene to be displayed is given by ...
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