Shaking table ore zoning image segmentation method based on krill optimization algorithm
An image segmentation and optimization algorithm technology, applied in the field of image processing, can solve problems such as slow convergence speed, achieve the effects of improving speed and accuracy, improving real-time performance, and saving labor
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Embodiment 1
[0028] Example 1: see figure 1 , taking the zoning images of tin ore belts formed on the shaker bed taken from Datun Concentrator of Yunnan Tin Industry Group as an example, use VC++ software to write programs to analyze the concentrate, middle ore and tailings ore belts of tin ore For segmentation, the method and specific steps adopted are as follows:
[0029] (1) Carry out gray-scale processing to the colored shaker ore belt zoning image, and convert the colored shaker ore belt zoning image into a grayscale image;
[0030] (2) Initialization of individual krill: set parameters, foraging speed V f =0.02, the maximum diffusion speed D max =0.005, maximum moving speed N max = 0.01, the maximum number of iterations iter_max = 30 and the number of krill M = 25; the maximum inertia weight ω max =0.9, the minimum value of inertia weight ω min =0.1; generate M krill individuals evenly distributed in the gray histogram space of the shaker ore belt zoning image [0,255];
[0031]...
Embodiment 2
[0041] Example 2: see figure 1 , utilizing VC++ software to segment the concentrate, sub-concentrate, middle ore and tailings ore belts of the tin ore formed on the shaker bed, the method and steps adopted are the same as in Example 1, wherein the maximum number of iterations is 40:
[0042] (1) Carry out gray-scale processing to the colored shaker ore belt zoning image, and convert the colored shaker ore belt zoning image into a grayscale image;
[0043] (2) Initialization of individual krill: set parameters, foraging speed V f =0.02, the maximum diffusion speed D max =0.005, maximum moving speed N max = 0.01, the maximum number of iterations iter_max = 30 and the number of krill M = 25; the maximum inertia weight ω max =0.9, the minimum value of inertia weight ω min =0.1; generate M krill individuals evenly distributed in the gray histogram space of the shaker ore belt zoning image [0,255];
[0044] (3) Using the formula H(t of Kapur entropy 1 ,t 2 ,t 3 )=H 1 +H 2 ...
Embodiment 3
[0054] Embodiment 3: see figure 1 , the concentrate, sub-concentrate, middle ore and tailings ore belts of tin ore are segmented, the method and steps adopted are the same as in Example 1, and the maximum number of iterations is 40, wherein Kapur entropy H(t 1 ,t 2 ,t 3 )=H 1 +H 2 +H 3 +H 4 , to calculate the fitness function value of krill individual, after iterating steps (4), (5), (6) for 40 times, by maximizing the fitness function value, the maximum value of the fitness function is found 15.3772825987, and the search The optimal threshold value of the ore belt image [118,150,181], according to the searched optimal threshold, the shaker ore belt is segmented, so that the tin ore belt is divided into concentrate, secondary concentrate, medium ore and tailings There are four mine belts.
[0055] Using Kapur entropy to calculate the fitness function value of krill individuals, when the number of iterations is 40, the fitness function values of 25 krill are respective...
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