Fu J, Schleede S, Tan R, Chen L, Bech M, Achterhold K, Gifford M, Loewen R, Ruth R, Pfeiffer F (2013)
Publication Type: Journal article
Publication year: 2013
Book Volume: 23
Pages Range: 186-193
Journal Issue: 3
DOI: 10.1016/j.zemedi.2012.11.002
Iterative reconstruction has a wide spectrum of proven advantages in the field of conventional X-ray absorption-based computed tomography (CT). In this paper, we report on an algebraic iterative reconstruction technique for grating-based differential phase-contrast CT (DPC-CT). Due to the differential nature of DPC-CT projections, a differential operator and a smoothing operator are added to the iterative reconstruction, compared to the one commonly used for absorption-based CT data. This work comprises a numerical study of the algorithm and its experimental verification using a dataset measured at a two-grating interferometer setup. Since the algorithm is easy to implement and allows for the extension to various regularization possibilities, we expect a significant impact of the method for improving future medical and industrial DPC-CT applications. © 2012.
APA:
Fu, J., Schleede, S., Tan, R., Chen, L., Bech, M., Achterhold, K.,... Pfeiffer, F. (2013). An algebraic iterative reconstruction technique for differential X-ray phase-contrast computed tomography. Zeitschrift für Medizinische Physik, 23(3), 186-193. https://doi.org/10.1016/j.zemedi.2012.11.002
MLA:
Fu, Jian, et al. "An algebraic iterative reconstruction technique for differential X-ray phase-contrast computed tomography." Zeitschrift für Medizinische Physik 23.3 (2013): 186-193.
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