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Proceedings Paper

Numerical refocusing of planar samples unlimited
Author(s): Matěj Týč; Radim Chmelík
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Paper Abstract

This paper addresses the issue of numerical refocusing and its limits using the linear systems theory.Numerical refocusing is a well-known technique allowing looking above and below the focal plane of a sample in a manner similar to mechanically refocusing, but it can be used off-line. The most common implementation of this method is multiplication of angular spectrum of the recorded complex amplitude by the Fresnel propagating function. However, this approach is correct only in the case when monochromatic and spatially coherent illumination is used. Therefore it is not generally usable. If we concern ourselves with planar samples, we can afford to go into more details and we can perform the refocusing correctly, providing that we know imaging properties of the system in form of its transfer function. For instance, if we record the wave at a certain position, we can refocus as far as we want without introducing any error of this kind. Moreover, if we work with a binary approximation of the transfer function, we can derive a more general propagator that can be used to refocus under incoherent illumination with much more accurate results.

Paper Details

Date Published: 14 December 2010
PDF: 10 pages
Proc. SPIE 7746, 17th Slovak-Czech-Polish Optical Conference on Wave and Quantum Aspects of Contemporary Optics, 774620 (14 December 2010); doi: 10.1117/12.882267
Show Author Affiliations
Matěj Týč, Brno Univ. of Technology (Czech Republic)
Radim Chmelík, Brno Univ. of Technology (Czech Republic)


Published in SPIE Proceedings Vol. 7746:
17th Slovak-Czech-Polish Optical Conference on Wave and Quantum Aspects of Contemporary Optics
Jarmila Müllerová; Dagmar Senderáková; Stanislav Jurečka, Editor(s)

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