Handbook of MRI Technique. Catherine Westbrook

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selection. A coarse matrix is required to obtain large voxels and therefore a high SNR. However, a fine matrix with small voxels and low SNR is not only necessary to maintain good spatial resolution, but also increases the scan time as more phase encodings are performed. The MRI practitioner must decide which factor (either SNR, phase resolution or scan time) is the most important, optimize this and sacrifice the others. When discussing these issues in Part 2, the importance of good SNR over the other factors is emphasized. There is little point in having an image with good spatial resolution if the SNR is so poor that the image has no diagnostic value.

      Source: Catherine Westbrook and John Talbot, MRI in Practice, 5th ed., John Wiley & Sons, 2019.

To optimize image Adjusted parameter Consequence
Maximize SNR ↑NSA ↑Scan time
↓Image matrix (fixed FOV) ↓Scan time (pMatrix)
↓Resolution
↑Slice thickness ↓Resolution
↓Receive bandwidh ↑Minimum TE
↑Chemical shift
↑FOV (fixed matrix) ↓Resolution
↑TR ↓T1 contrast (during incomplete recovery)
↑Number of slices
↓TE ↓T2 contrast
Maximize resolution (assuming a square FOV) ↓Slice thickness ↓SNR
↑Image matrix (fixed FOV) ↓SNR
↑Scan time (pMatrix)
↓FOV (fixed matrix) ↓SNR
Minimize scan time ↓TR ↑T1 contrast (during incomplete recovery)
↓SNR (until complete recovery)
↓Number of slices
↓Phase matrix (fixed FOV) ↓Resolution
↑SNR
↓NSA ↓SNR
↑Movement artifact
↓Slice number in volume imaging ↓SNR

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