Image interpolation method based on scatter distribution
An interpolation method and point distribution technology, applied in the field of graphics and image processing, can solve the problems of loss of high frequency components of images, failure to consider the change rate of gray value, blurred image edges, etc., and achieve simple calculation, feasible effect and high application value Effect
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[0037] Technical scheme of the present invention is:
[0038] A kind of image restoration technique based on SSPH interpolation method, comprises the following steps:
[0039] Step 1, initialize the image;
[0040] Step 2, use the SSPH interpolation method to interpolate the required pixels and fill them into the image;
[0041] In smooth particle hydrodynamics, for any one-dimensional smooth function f(x), its integral expression is:
[0042]
[0043] Where δ(x-ξ) is the Dirac function, and Ω is the length of the interval containing x. In the smooth particle hydrodynamic method, if the compactly supported smooth function W(x-ξ,h) is used instead of the Dirac function, the approximate integral expression of f(x) is:
[0044]
[0045] Formula (2) makes the traditional SPH method, and now it is modified as follows, for f(x j ) for Taylor series expansion to x i point, you can get:
[0046]
[0047] Multiply the smooth function on both sides of the formula (3), and...
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