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Please use this identifier to cite or link to this item: http://hdl.handle.net/11375/13304
Title: Performance optimization of a PET insert for simultaneous breast PET/MR imaging
Authors: Liang, Yicheng
Advisor: Peng, Hao
Troy Farncombe, Michael Patterson
Department: Medical Physics
Keywords: PET;Monte Carlo simulation;image reconstruction;resolution modeling;performance optimization;Biological Engineering;Other Physics;Biological Engineering
Publication Date: Oct-2013
Abstract: <p>Our group aims to develop a dedicated PET/MR system for breast cancer imaging. In order to evaluate and optimize the performance of the PET component, Monte Carlo simulation was made to help us choose the configuration parameters for hardware design. A resolution modeling method was also proposed and implemented on the GPU device to not only improve the spatial resolution of the reconstructed images but also accelerate the reconstruction speed. The PET component is configured with a ring shape composed of LYSO+SiPM detectors. Such design is compatible to MRI, and feasible for time of flight PET. Several aspects are included to be investigated in the simulation which are geometry configuration, counting performance and image quality. From the simulation result, the system configured using 2x2x20mm3 LYSO crystal with two DOI layers and 3 detector rings results in 6.2% photon sensitivity. The Noise equivalent count rate is improved with better time resolution, the peak NEC is found to be 7886 cps with 250 ps time resolution. The system is able to achieve 2.0 mm spatial resolution which is found to be more uniform with the addition of DOI layers. With the help of TOF, the lesion is visualizable with shorter scan time than the non-TOF system. The resolution modeling method is based on the coincidence detection response function modeling and multiray projection. It is found to improve the spatial resolution uniformity and contrast recovery. At the same time it reduces the position offset and background noise. The speed and accuracy improvement for this model is also discussed.</p>
URI: http://hdl.handle.net/11375/13304
Identifier: opendissertations/8123
9223
4565411
Appears in Collections:Open Access Dissertations and Theses

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