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ABSTRACT: Purpose
To develop a fast and robust method to resolve phase ambiguity in dual-echo Dixon imaging.Methods
A major challenge in dual-echo Dixon imaging is to estimate the phase error resulting from field inhomogeneity. In this work, a binary quadratic optimization program was formulated to resolve the phase ambiguity. A projected power method was developed to efficiently solve the optimization problem. Both the 1-peak fat model and 6-peak fat model were applied to three-dimensional (3D) datasets. Additionally, the proposed method was extended to dynamic magnetic resonance imaging (MRI) applications using the 6-peak fat model. With institutional review board (IRB) approval and patient consent/assent, the proposed method was evaluated and compared with region growing on 29 consecutive 3D high-resolution patient datasets.Results
Fast and robust water/fat separation was achieved by the proposed method in different representative 3D datasets and dynamic 3D datasets. Superior water/fat separation was achieved using the 6-peak fat model compared with the 1-peak fat model. Compared to region growing, the proposed method reduced water/fat swaps from 76 to 7% of the patient cohort.Conclusion
The proposed method can achieve fast and robust phase error estimation in dual-echo Dixon imaging. Magn Reson Med 77:2066-2076, 2017. © 2016 International Society for Magnetic Resonance in Medicine.
SUBMITTER: Zhang T
PROVIDER: S-EPMC5123983 | biostudies-literature | 2017 May
REPOSITORIES: biostudies-literature
Zhang Tao T Chen Yuxin Y Bao Shanshan S Alley Marcus T MT Pauly John M JM Hargreaves Brian A BA Vasanawala Shreyas S SS
Magnetic resonance in medicine 20160525 5
<h4>Purpose</h4>To develop a fast and robust method to resolve phase ambiguity in dual-echo Dixon imaging.<h4>Methods</h4>A major challenge in dual-echo Dixon imaging is to estimate the phase error resulting from field inhomogeneity. In this work, a binary quadratic optimization program was formulated to resolve the phase ambiguity. A projected power method was developed to efficiently solve the optimization problem. Both the 1-peak fat model and 6-peak fat model were applied to three-dimensiona ...[more]