Paper
18 March 2015 Statistical iterative reconstruction for multi-contrast x-ray micro-tomography
S. Allner, A. Velroyen, A. Fehringer, F. Pfeiffer, P. B. Noël
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Abstract
Scanning times have always been an important issue in x-ray micro-tomography. To reach high-quality reconstructions the exposure times for each projection can be very long due to small detector pixel sizes and limited flux of x-ray sources. In addition, the required number of projections is a factor which limits a reduction of exposure beyond a certain level. This applies particularly to grating-based phase-contrast computed tomography (PCCT), as several images per projection have to be acquired in order to obtain absorption, phase and dark-field information. In this work we qualitatively compare statistical iterative reconstruction (SIR) and filtered back-projection (FBP) reconstruction from undersampled projection data based on a formalin-fixated mouse sample measured in a grating-based phase-contrast small-animal scanner. The results from our assessment illustrate that SIR offers not only significantly higher image quality, but also enables high-resolution imaging from severely undersampled data in comparison to the FBP algorithm. Therefore, the application of advanced iterative reconstruction methods in micro-tomography entails major advantages over state-of-the-art FBP reconstruction while offering the opportunity to shorten scan durations via a reduction of exposure time per projection and number of angular views.
© (2015) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
S. Allner, A. Velroyen, A. Fehringer, F. Pfeiffer, and P. B. Noël "Statistical iterative reconstruction for multi-contrast x-ray micro-tomography", Proc. SPIE 9412, Medical Imaging 2015: Physics of Medical Imaging, 94123O (18 March 2015); https://doi.org/10.1117/12.2082619
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Cited by 2 scholarly publications.
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KEYWORDS
X-rays

Image quality

Reconstruction algorithms

Absorption

Sensors

Computed tomography

Scattering

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