Movie nuclear magnetic resonance image sequence motion field estimation method based on fractional order differential
A film nuclear magnetic resonance, fractional order differential technology, applied in image enhancement, image analysis, image data processing, etc., can solve the problems of no rotation invariance, low accuracy, poor anti-noise performance, etc., and achieve high estimation accuracy, The effect of improving estimation accuracy and good anti-noise performance
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specific Embodiment approach 1
[0020] Specific implementation mode one: combined with figure 1 , the specific implementation steps of the method for estimating the motion field of the film nuclear magnetic resonance image sequence based on fractional differential in this embodiment are as follows:
[0021] 1. Texture enhancement of movie MRI image sequences using fractional differentiation;
[0022] 2. Extract the phase, azimuth, and amplitude of the image through Riesz transform, and construct the signal;
[0023] 3. Establish the optical flow equation by using the phase vector of the single-cast signal;
[0024] 4. Estimate the motion field of the cine-MRI image sequence through the optical flow equation.
specific Embodiment approach 2
[0025] Specific Embodiment 2: This embodiment is a further limitation of the specific implementation step 1 of the method for estimating the motion field of a film MRI image sequence based on fractional differential in the specific embodiment 1, combined with the attached figure 2 , attached image 3 , the process of using fractional differential to enhance the texture of the film MRI image sequence described in step 1 is:
[0026] Starting from the integer-order derivative of a continuous function, the differential order is extended from integers to fractions, and a basic v-order Grümwald–Letnikov fractional differential equation is constructed,
[0027] D G - L v s ( u ) = d v [ d ( u ...
specific Embodiment approach 3
[0037] Specific implementation mode three: this implementation mode is a further limitation of the specific implementation step two of the method for estimating the motion field of a movie MRI image sequence based on fractional order differential in the specific implementation mode one, combined with the attached Figure 4 , the process of extracting the solo phase, solo orientation, and solo amplitude of the image through Riesz transform described in step 2, and constructing solo signals is as follows:
[0038] a. Separate the local amplitude, local phase and local direction of the corresponding point of the image through three two-dimensional spatial orthogonal filters; the two-dimensional spatial orthogonal filter used is a differential Poisson filter; the spatial orthogonal filter Consists of 1 rotation invariant even bandpass filter b e (Z) and 2 odd bandpass filters b o1 (Z), b o2 (Z) Composition;
[0039] b. Asking for a single phase Solo direction θ(Z) and solo am...
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