Construction and characterization of compound holographic lenses for multichannel one-dimensional Fourier transformation and optical parallel processing

Collados, M. Victoria; Atencia, Jesús; Tornos, J.; Quintanilla, Manuel

doi:10.1016/j.optcom.2005.01.018

Cited by 8 publications

(2 citation statements)

References 14 publications

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“…In the last few decades there has been an increasing interest in HOEs due to their diffraction limited performance, which is free from almost all monochromatic aberrations under proper recording and playback geometry conditions [12][13][14][15][16][17][18]. Various optical elements can be designed holographically like, such as holographic gratings [19], holographic zone plates [20,21], holographic lenses [22][23][24][25], holographic mirrors [26], holographic beam splitters [27], holographic quarter-wave plates [28], polarization and beam shaping HOEs [29,30], wide-field and nearfield HOEs [31,32], multi-facet HOEs [33], holographic couplers [34], holographic honeycomb microlenses [35], holographic arrays [36], two hololens imaging systems [18], low f-number imaging systems [37], two element holographic enlargers [38,39], achromatic doublets [40] and triplets [41] etc. HOEs are emerging as viable alternatives to conventional optical elements in many applications due to their light weight, low cost and simple fabrication technique [42][43][44][45][46].…”

Section: Introductionmentioning

confidence: 99%

Design and fabrication of different types of holographic lenses, with analysis of their imagery and aberration

Ghosh¹,

Nirala²

2017

Meas. Sci. Technol.

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In this communication we have experimentally investigated and realized the following for the first time to the best of our information: two new types of hololenses; three compact two hololens imaging systems consisting of one each of the first and second type, one each of the second and first type, and two of the second type for coherent one to one imagery; and three compact four hololens imaging systems consisting of two of each of the first and second types, two of each of the second and first type, and four of the second type to form low f-number imaging systems. In addition, problems with the existing two hololens and four hololens imaging systems are discussed in the present study and a modified geometry is proposed with supporting mathematical analysis and experimental evidence. To reduce the problems of alignment difficulty, degrees of freedom and bulkiness associated with two hololens imaging systems, a third type of hololens is also reported, which can perform coherent one to one imagery by itself. All the imaging systems consisting of hololenses can perform imaging free from almost all monochromatic aberration for the conditions under which they were recorded. Complete analyses of recording, playback, imagery and aberration for all the hololenses and the compact two and four hololens imaging systems are performed. The resolution of all three types of hololenses is found to be 57 lines mm−1, whereas the resolution of the compact two hololens imaging systems is 32 lines mm−1. The average diameter of the focused spots of the first, second and third type of hololens are experimentally found to be 344.45 µm, 339.75 µm and 190.22 µm respectively.

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Section: Introductionmentioning

confidence: 99%

Design and fabrication of different types of holographic lenses, with analysis of their imagery and aberration

Ghosh¹,

Nirala²

2017

Meas. Sci. Technol.

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“…The key elements in all these anamorphic systems are anamorphic lenses. Refractive [7] or diffractive [20] cylindrical lenses have been employed to build anamorphic optical processors.…”

Section: Introductionmentioning

confidence: 99%

Ray matrix analysis of anamorphic fractional Fourier systems

Moreno

Ferreira

2006

J. Opt. A: Pure Appl. Opt.

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In this work we extend the application of the ray matrix approach to analyse anamorphic fractional Fourier systems, i.e., fractional Fourier optical systems where the fractional power is different for two orthogonal directions. The application of the ray matrix approach allows for easily obtaining the properties of the optical system, and it is therefore a powerful tool to design and simplify complicated systems. For simplicity we consider fractional Fourier systems with real orders and systems without apertures. We start by presenting the analysis of some previously reported anamorphic Fourier and fractional Fourier systems, and we end by proposing a simple optical system with tunable anamorphic fractional orders that can be varied continuously without changing the input and output planes.

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