Wolf phase tomography (WPT) of transparent structures using partially coherent illumination
Xi Chen, Mikhail E. Kandel, Chenfei Hu, Young Jae Lee, and Gabriel, Popescu

TL;DR
Wolf phase tomography (WPT) is a novel method that uses partially coherent light to directly reconstruct 3D refractive index distributions of transparent structures without Fourier transforms, enabling high-throughput imaging of live cells.
Contribution
This paper introduces Wolf phase tomography (WPT), a new diffraction tomography technique leveraging partially coherent fields for direct 3D imaging without Fourier transforms.
Findings
Successfully reconstructs 3D RI distributions from SLIM data.
Validates WPT with microbeads, spermatozoa, and neural networks.
Achieves RI sensitivity of approximately 10^-5.
Abstract
Diffraction tomography using coherent holographic imaging has been proposed by Emil Wolf in 1969 to extract 3D information from transparent, inhomogeneous objects. At the same time, the Wolf equations describe the propagation correlations associated with partially coherent fields. Combining these two concepts, here we present Wolf phase tomography (WPT), which is a method for performing diffraction tomography using partially coherent fields. The WPT reconstruction works in the direct space-time domain, without the need of Fourier transformation, and decouples the refractive index distribution from the thickness of the sample. We demonstrate the WPT principle using data acquired by spatial light interference microscopy (SLIM). SLIM is a quantitative phase imaging method that upgrades an existing phase contrast microscope by introducing controlled phase shifts between the incident and…
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Taxonomy
TopicsDigital Holography and Microscopy · Optical measurement and interference techniques · Advanced X-ray Imaging Techniques
