Mr. Lei Zhu Profile

Lei Zhu

at Xidian Univ

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Proceedings Article | 30 May 2022 Presentation

Computational imaging through scattering media beyond the memory effect range using varying random illumination

Lei Zhu, Fernando Soldevila Torres, Claudio Moretti, Alexandra D'Arco, Antoine Boniface, Xiaopeng Shao, Hilton B. de Aguiar, Sylvain Gigan

Proceedings Volume PC12136, PC121360P (2022) https://doi.org/10.1117/12.2621494

KEYWORDS: Scattering media, Computational imaging, Wavefronts, Speckle pattern, Speckle, Scattering, Optical storage, Light scattering, Imaging systems, Diffusers

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Light scattering has proven to be a hard limitation in a wide range of sensing applications, such as astronomical or biological imaging. In microscopy systems, the random perturbations introduced to the wavefront limit the achievable spatial resolution and imaging depth. In the past, several methods have been proposed to control how light interacts with the medium, allowing focusing and imaging through multiple scattering media by using wavefront shaping techniques. However, non-invasively imaging objects behind scattering media over large fields of view remains a challenging feat. Here, we introduce a novel approach that allows to recover fluorescent extended objects behind scattering layers well beyond the optical memory effect (ME) range without the use of neither adaptive optics nor wavefront shaping techniques. To do so, we project a collection of unknown random illumination speckle patterns through the scattering medium by using a simple rotating diffuser. For each position of the rotating diffuser, a different incoherent sum of speckle patterns is recorded by the camera. Even though these images are low-contrast, random, and seem to carry no information at all, they contain the information about the position of the emitters. Here we show that, if enough images are measured, it is possible to use Non-negative Matrix Factorization to demix all the information and to retrieve the relative position of each fluorescent emitter in the sample. As a proof of the technique, we show experimental results with both sparse and continuous objects, covering fields-of-view of up to three times the optical memory effect range

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