Ultra-fast single-excitation four-point Dixon water-fat separation imaging method
A water-fat separation and imaging method technology, applied in medical science, sensors, diagnostic recording/measurement, etc., can solve the problems that infants and restless patients cannot fully meet the needs of clinical diagnosis, and meet the needs of clinical diagnosis, The effect of enhancing the signal-to-noise ratio and speeding up the scanning speed
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Embodiment 1
[0056] Loaded on a 1.5T MRI system Figure 1 The sequence shown, and set the parameter table, where Dim1 = 256, Dim2 = 192, N = 4, Δτ = 2.3ms, TR = 160ms. The sequence is performed and 4 sets of T1-weighted echoes are acquired, each set consisting of four Dixon echoes. The k-space is divided into 4 areas according to the number of echo groups, the area number j is from 1 to 4, and each area is filled with N PE / N=24 k-space lines.
[0057] For filling in the upper half of k-space, set the preliminary phase gradient G P0 is the maximum value of the phase encoding gradient G p 1 / 4 of the phase encoding is divided into N PE / N=24 steps, the number of cycles i is from 1 to 24, the first group of echoes fills the central area, and the phase encoding gradient is i·(G P / N) / (N PE / N)=i·G P / 96; the jth group of echoes fills the jth area around, and the phase encoding gradient is i·G P / 96+(j-1)·G Δp , where G Δp =Gp / 4. For filling in the lower half of k-space, set G P0 I...
Embodiment 2
[0061] Loaded on a 3.0T MRI system Figure 1 The sequence shown, and set the parameter table, where Dim1 = 256, Dim2 = 192, N = 8, Δτ = 1.1ms, TR = 160ms. The sequence is performed and 4 sets of T1-weighted echoes are acquired, each set consisting of four Dixon echoes. The k-space is divided into 8 areas according to the number of echo groups, the area number j is from 1 to 8, and each area is filled with N PE / N=12 k-space lines.
[0062] For filling in the upper half of k-space, set the preliminary phase gradient G P0 is the maximum value of the phase encoding gradient G P 1 / 8 of the phase encoding is divided into N PE / N=12 steps, the number of cycles i is from 1 to 12, the first group of echoes fills the central area, and the phase encoding gradient is i·(G P / N) / (N PE / N)=i·G P / 96; the jth group of echoes fills the jth area around, and the phase encoding gradient is i·G P / 96+(j-1)·G Δp , where G Δp =G p / 8. For filling in the lower half of k-space, set G P0...
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