Method for quickly positioning non-fixed radio frequency coils
A technology of radio frequency coil and positioning method, which is applied in magnetic resonance measurement and other directions, can solve the problems of difficulty in determining the relative coordinates of coil units and increase the complexity of hardware design, and achieve the effect of optimizing the scanning process
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example 1
[0036] Example 1: Using a body coil and a coil that needs to be positioned, such as a flexible abdominal coil, to scan the three-dimensional volume of the same area at the center of the magnet to generate multiple cross-sectional images. The images corresponding to the two coils are divided to obtain the spatial distribution of coil sensitivity. Integrate the sensitivity in the cross section to obtain the sensitivity curve of the coil along the Z direction.
[0037] Example 2: A possible fast solution can be to set only the Z direction as the reading gradient direction, without adding any phase encoding, and only scan a piece of K-space data in the Z direction to perform one-dimensional Fourier transform to obtain the correspondence between the body coil and the coil to be positioned Z-direction sensitivity curve according to example 1 to calculate the sensitivity curve.
example 3
[0038] Example 3: The sensitivity curve of the coil can also be generated by only using the coil that needs to be positioned to scan an area in the center of the magnet. A possible example is to obtain only a piece of K-space data along the Z direction, and then use methods such as ESPIRIT to analyze the data correlation matrix from the low-frequency components of this K-space data to generate the sensitivity curve of the coil along the Z direction.
[0039]A practical use case is that when the patient is placed on the MRI scanning bed and the corresponding coils are configured, as the scanning bed moves into the magnet cavity, the scanning method such as Example 2 is used to quickly and real-time obtain the data that has entered the magnet cavity. The comprehensive characteristic curve corresponding to the coil. After obtaining the integrated characteristic curves of each row, compare the integrated characteristic curves of the two rows, or find the intersection point of the ...
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