A Subpixel Peak Point Extraction Algorithm Based on Bezier Curve
A Bezier curve and peak point technology, which is applied in the field of geometric quantity measurement, can solve problems such as calculation result errors, non-normal distribution of fringe images, and inability to calculate gray scale peak point coordinates, etc., to achieve simple calculation, stable and reliable calculation Effect
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[0032] This embodiment is to extract the peak point in a row of pixels of the structured light stripe image, including the following steps:
[0033] Step (1): Collect the laser stripe image and perform preprocessing such as gray scale transformation, image filtering and image segmentation;
[0034] Step (2): Traverse the preprocessed image line by line, compare the gray value of each point, and determine the four control vertices of the Bezier curve.
[0035] (2a) Suppose a point p in the i-th row of the image j =(x j ,y i ), the gray value of (j=0,...,n) is z j , traverse the pixel gray value line by line from left to right to find the first maximum gray value point p of each line m =(x m ,y i );
[0036] (2b) vs z m ,z m+1 and z m+2 , if z m =z m+1 =z m+2 , at this time there is saturation in the image, at this time from left to right from p m Point to start traversing the pixel gray value of the row, find the first one that satisfies z w m point p w =(x w ,...
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