Anisotropy diffusion image noise reduction method based on McIlhagga edge detection operator
An edge detection operator and anisotropic technology, applied in the field of anisotropic diffusion image noise reduction, can solve the problems of poor robustness of strong speckle noise, limit the effect of high noise image denoising, etc., and achieve good robustness effect
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Embodiment 1
[0049] see figure 1 , the specific implementation steps of the anisotropic diffusion image denoising method based on the McIlhagga edge detection operator are as follows:
[0050] Step 1, use the McIlhagga edge detection operator to detect the edge in the image for the ultrasound image containing speckle noise; the specific process is:
[0051] (1) Assume that the noise in the image is the root mean square magnitude of n 0 white noise, its power spectrum is n 0 2 , while assuming that the uninteresting edges in the image are power spectra of C 2 / ω 2 Brownian noise, where C is an amplitude constant, ω Indicates the frequency, then the total noise power spectrum of the image is C 2 / ω 2 + n 0 2 ;
[0052] (2) In the two-dimensional frequency domain, the McIlhagga edge detection operator is expressed as:
[0053]
[0054] in i is the imaginary unit, ω 1 with ω 2 are the row and column frequencies, respectively, is the standard deviation of σ Th...
Embodiment 2
[0080] This embodiment is basically the same as Embodiment 1, and the special feature is: the direction parameter in the step 1 θ take multiple directions θ = [0, π / 12, π / 6..., 2 π ], scale parameter σ multi-scale σ = [0, 1, 2, 3]; in the second step τ is 15; Δ in the step 4 t with n m 0.05 and 20 respectively.
Embodiment 3
[0082] The specific implementation steps of the anisotropic diffusion image denoising method based on the McIlhagga edge detection operator are as follows:
[0083] Step 1. Use the McIlhagga edge detection operator to figure 2 The ultrasonic image shown in (a) is processed to obtain its binary edge map H ( x , y ),Such as figure 2 (b) shown.
[0084] Step 2. Use the distance mapping function to convert the binary edge map into a gradient edge map M ( I ).
[0085] The specific method is:
[0086] (1) Calculate the distance from a point in the image to the nearest edge point in the binary edge map, and generate a distance mapping function:
[0087]
[0088] in yes H ( x , y ) composed of all edge points on s is a parameterized curve for parameters.
[0089] (2) Extend the binary edge map to a gradient edge map according to the distance mapping function:
[0090]
[0091] in τ It is the bias coefficient of the gradient edge map, and its value affects th...
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