Under-sampling magnetic resonance diffusion spectrum reconstruction method in combination with sparse and low-rank characteristics
An under-sampling, magnetic resonance technology, applied in magnetic resonance measurement, measurement using nuclear magnetic resonance imaging system, magnetic variable measurement, etc., can solve the reconstruction spectrum error, susceptible to noise, failure to use the diffusion spectrum physical model, etc. problem, to achieve the effect of strong anti-noise ability and high reconstruction accuracy
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[0030] The present invention will be further described below through specific embodiments, and the reconstruction results will be given. This embodiment is a simulation experiment of reconstructing the diffusion spectrum under-sampled jointly by the time dimension and the diffusion dimension. The sizes of time dimension and diffusion dimension of full sampling are N=128 and M=64 respectively, and the sampling template (such as figure 1 Shown) sampling 20% of the data, the noise standard deviation is 0.3% of the maximum value of the time signal, then the NMR diffusion spectrum data points in this embodiment are 8192 points, and the total sampling data points obtained when sampling 20% is 1638 points . Specific steps are as follows:
[0031] 1) Generate the Laplace-Fourier joint transform matrix: use the known diffusion spectrum parameters to obtain the Laplace transform matrix L and the Fourier inverse transform matrix F.
[0032] The Laplace transform matrix can be expr...
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