A number of MRI applications rely on accurate phase images. At ultra-high field, the limitations of various processing techniques and the absence of a volume reference coil make the combination of multi-channel signal phase challenging. We propose a method which combines phase offset corrected signal phase data across a selection of channels. We evaluated method performance at two different gradient recalled echo MRI echo times. We qualitatively and quantitatively studied the combined phase quality in distinct brain regions. We found that using a subset of channels leads to improved phase images than when all channels are used in the combination.
A multi-echo 3D GRE-MRI non-flow compensated data was collected on a 7T ultra-high field whole-body MRI research scanner (Siemens Healthcare, Erlangen, Germany) with a 32 channel head coil (Nova Medical, Wilmington, USA) using the following parameters: TE1 = 4.98ms, TE2 = 8.11ms and TE5 = 17.5ms, TR = 48ms, flip angle = 15o, voxel size = 0.75mm $$$\times$$$ 0.75mm $$$\times$$$ 0.75mm and matrix size = 280 $$$\times$$$ 242 $$$\times$$$ 160.
Fig 1 shows the selective combine pipeline. Individual channel 3D phase offset maps were computed as described for MCPC-3D, and the MCPC-3D method was used for comparison wherein all channels are magnitude weighted and combined to generate a combined phase image.1 The median filter size in the 3D phase offset computation was set to 15 $$$\times$$$ 15 $$$\times$$$ 15. For selective combine, individual channel phases were subtracted to obtain phase noise images, their standard deviation was calculated, and the result was Gaussian filtered to obtain matrices on which channel selection was based.4 The TE2 (see Fig 1) voxel phase was averaged based on the channel ranking provided by channel selection matrix entries. Scripts were implemented in MATLAB®. Tissue phase maps were obtained from the combined phase images using FSL brain masks with iHARPERELLA in STI Suite.6,7 We performed a region-by-region analysis, and regions are shown in Fig 2. We tested for (T) difference of means using a t-test, (U) changes in distribution mean and shape using the Kolmogorov-Smirnov test, (N) changes in shape only using the normalised Kolmogorov-Smirnov test and evaluated (H) entropy. The p-values provided for each test are with respect to the MCPC-3D result. We expect a lower value for entropy to correspond to a lower level of image noise.
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