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Hello @arp95, I'm a little confused on the use of the term "low-field". Do you mean low-resolution? In the MRI context low-field has a very different meaning from low-resolution. For simulating low-resolution data you can use the procedure described in Bakker et al. in Appendix C.1. The noise in MRI is Gaussian, with some correlations between the coils. This means that you'll get the same distribution you would expect with each FFT operation. In practice with aspects like frequency oversampling and such you'll get a slightly different distribution, but the cropping procedure in Bakker et al. is a reasonable starting point for working with different resolutions. |
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Hi @mmuckley . Thanks for your help. |
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Hi,
I was trying to follow the fastMRI_tutorial.ipynb where we obtain the kspace of the MRI scan, inverse fourier transform, obtain complex image and then do root mean square from all coils to obtain the scan. I was trying to build a neural network where the low-field images are input and the output is high-field image. For this i obtain 64x64 center region from the mri scans and 128x128 center regions as the corresponding high resolution image.
For low resolution scan, what is the noise i should add to emulate different types of MRI scans? Please let me know.
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