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Linearity and Optimum-Sampling in Photon-Counting Digital Holographic Microscopy

Demoli, Nazif; Abramović, Denis; Milat, Ognjen; Stipčević, Mario; Skenderović, Hrvoje (2022) Linearity and Optimum-Sampling in Photon-Counting Digital Holographic Microscopy. Photonics, 9 (2). ISSN 2304-6732

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Abstract

In the image plane configurations frequently used in digital holographic microscopy (DHM) systems, interference patterns are captured by a photo- sensitive array detector located at the image plane of an input object. The object information in these patterns is localized and thus extremely sensitive to phase errors caused by nonlinear hologram recordings (grating profiles are either square or saturated sinusoidal) or inadequate sampling regarding the information coverage (undersampled around the Nyquist frequency or arbitrarily oversampled). Here, we propose a solution for both hologram recording problems through implementing a photon-counting detector (PCD) mounted on a motorized XY translation stage. In such a way, inherently linear (because of a wide dynamic range of PCD) and optimum sampled (due to adjustable steps) digital holograms in the image plane configuration are recorded. Optimum sampling is estimated based on numerical analysis. The validity of the proposed approach is confirmed experimentally.

Item Type: Article
Uncontrolled Keywords: holography ; digital holography ; photon-counting ; Nyquist sampling
Subjects: NATURAL SCIENCES > Physics
Divisions: Division of Experimental Physics
Center of Excellence for Advanced Materials and Sensing Devices
Projects:
Project titleProject leaderProject codeProject type
Biological and bioinspired structures for multispectral surveillanceSkenderović, HrvojeNATO SPS MYP G5618NATO
Potpora vrhunskim istraživanjima Centra izvrsnosti za napredne materijale i senzoreIvanda, Mile; Jakšić, Milko; Stipčević, Mario; Kralj, MarkoKK.01.1.1.01.0001EK
Depositing User: Mario Stipčević
Date Deposited: 03 Feb 2022 13:00
URI: http://fulir.irb.hr/id/eprint/6955
DOI: 10.3390/photonics9020068

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