Magnetic resonance dynamic imaging method, device and readable medium
A technology of dynamic imaging and magnetic resonance, which is applied in the direction of measuring devices, measuring magnetic variables, image data processing, etc., can solve the problem of losing good properties
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Embodiment 1
[0073] Such as figure 1 and figure 2 As shown, the present embodiment provides an accelerated acquisition solution, which adopts a golden angle (golden angle) radial sampling trajectory and segmental (segment) sampling method to collect data.
[0074] Such as figure 1 As shown, a magnetic resonance dynamic imaging method provided in this embodiment includes the following steps:
[0075] Step 1: After receiving the trigger signal, the K-space is filled with segmented sampling between different respiratory cycles, and the K-space data is collected with the sampling method of the golden angle radial sampling trajectory within each cardiac cycle, where , the radial sampling trajectory of the golden angle is approximated by a uniform radial sampling trajectory whose projection quantity satisfies the Fibonacci number; Step 2: the a-f BLAST method is used to image the two dimensions of radial sampling projection and cardiac cycle Reconstruction, accelerated imaging using temporal...
Embodiment 2
[0106] This embodiment provides a magnetic resonance dynamic imaging device, including:
[0107] The data acquisition module is used to fill the K-space with the sampling method of segmented acquisition between different respiratory cycles, and collect the K-space data with the sampling method of the golden angle radial sampling trajectory within each cardiac cycle; a-f BLAST image reconstruction Module for image reconstruction using the a-f BLAST method in radially sampled projection and cardiac cycle dimensions.
[0108] Specifically, the a-f BLAST image reconstruction module includes:
[0109] Build a data module for data trimmed to Among them, the data for n R ×n FB ×n PS ×4.
[0110] rearrangement module for data The projections of the second dimension are rearranged into uniform radially sampled trajectories (n FB equally divided), where the n FB Is the Fibonacci number, get the data the data still n R ×n FB ×n PS ×4.
[0111] The first Fourier tran...
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