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On a limited-view reconstruction problem in diffraction tomography.

Xiaochuan Pan·Mark A Anastasio
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Abstract

Diffraction tomography (DT) is an inversion technique that reconstructs the refractive index distribution of a scattering object. We previously demonstrated that by exploiting the redundant information in the DT data, the scattering object could be exactly reconstructed using measurements taken over the angular range [0, phimin], where pi < phimin < or = 3pi/2. In this paper, we reveal a relationship between the maximum scanning angle and image resolution when a filtered backpropagation (FBPP) reconstruction algorithm is employed for image reconstruction. Based on this observation, we develop short-scan FBPP algorithms that reconstruct a low-pass filtered scattering object from measurements acquired over the angular range [0, phi(c)], where phi(c) < phimin.

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AcousticsAlgorithmsComputer SimulationImage Processing, Computer-AssistedOptics and PhotonicsPhantoms, ImagingScattering, RadiationTomographyComparative StudyLetterValidation Study

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Xiaochuan Pan, Mark A Anastasio. 2002. On a limited-view reconstruction problem in diffraction tomography.. https://doi.org/10.1109/tmi.2002.1000265

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