Paper
9 March 2012 Experimental validation of an OSEM-type iterative reconstruction algorithm for inverse geometry computed tomography
Sabrina David, Steve Burion, Alan Tepe, Brian Wilfley, Daniel Menig, Tobias Funk
Author Affiliations +
Abstract
Iterative reconstruction methods have emerged as a promising avenue to reduce dose in CT imaging. Another, perhaps less well-known, advance has been the development of inverse geometry CT (IGCT) imaging systems, which can significantly reduce the radiation dose delivered to a patient during a CT scan compared to conventional CT systems. Here we show that IGCT data can be reconstructed using iterative methods, thereby combining two novel methods for CT dose reduction. A prototype IGCT scanner was developed using a scanning beam digital X-ray system - an inverse geometry fluoroscopy system with a 9,000 focal spot x-ray source and small photon counting detector. 90 fluoroscopic projections or "superviews" spanning an angle of 360 degrees were acquired of an anthropomorphic phantom mimicking a 1 year-old boy. The superviews were reconstructed with a custom iterative reconstruction algorithm, based on the maximum-likelihood algorithm for transmission tomography (ML-TR). The normalization term was calculated based on flat-field data acquired without a phantom. 15 subsets were used, and a total of 10 complete iterations were performed. Initial reconstructed images showed faithful reconstruction of anatomical details. Good edge resolution and good contrast-to-noise properties were observed. Overall, ML-TR reconstruction of IGCT data collected by a bench-top prototype was shown to be viable, which may be an important milestone in the further development of inverse geometry CT.
© (2012) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
Sabrina David, Steve Burion, Alan Tepe, Brian Wilfley, Daniel Menig, and Tobias Funk "Experimental validation of an OSEM-type iterative reconstruction algorithm for inverse geometry computed tomography", Proc. SPIE 8313, Medical Imaging 2012: Physics of Medical Imaging, 83133M (9 March 2012); https://doi.org/10.1117/12.913335
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Cited by 2 scholarly publications.
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KEYWORDS
Reconstruction algorithms

Sensors

X-ray computed tomography

X-rays

Computed tomography

Detection and tracking algorithms

Imaging systems

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