A non-uniformity correction method for inter-frame registration based on temporal high-pass filtering
A non-uniformity correction and high-pass filtering technology, which is applied in radiation pyrometry, optical radiation measurement, instruments, etc., can solve the problem that the blocky non-uniformity around the image cannot be corrected, and achieve good correction effect and convergence rate Fast, good image quality results
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Embodiment 1
[0034] combine figure 2 , the infrared focal plane detector collects the infrared image of the mountain at night at high altitude, and the image size is 320×256;
[0035] Step 1. After the original analog image collected by the infrared focal plane detector is A / D converted, the original digital image x is obtained n (i,j);
[0036] Step 2, the original digital image x n (i,j) and gain After multiplication, the low-pass filter is passed to obtain the filtered image f n (i, j), the formula is as follows:
[0037]
[0038] where x n (i, j) is the original output of the nth frame image of the detector (i, j) before non-uniformity correction, M=5.
[0039] Step 3, the high-pass filter corrects the image to obtain the image y after the time-domain high-pass filter n (i,j):
[0040] will be the original digital image x n (i, j) and the filtered f n (i, j) as a difference, the formula is as follows:
[0041] the y n (i,j)=x n (i,j)-f n (i,j)
[0042] Step 4. Corre...
Embodiment 2
[0047] combine image 3 , the infrared focal plane detector collects the infrared image of the overpass shot at night at high altitude, and the image size is 320×256;
[0048] Step 1. After the original analog image collected by the infrared focal plane detector is A / D converted, the original digital image x is obtained n (i,j);
[0049] Step 2, the original digital image x n (i,j) and gain After multiplication, the low-pass filter is passed to obtain the filtered image f n (i, j), the formula is as follows:
[0050]
[0051] where x n (i, j) is the original output of the nth frame of the detector (i, j) before non-uniformity correction, M=6.
[0052] Step 3, the high-pass filter corrects the image to obtain the image y after the time-domain high-pass filter n (i,j):
[0053] will be the original digital image x n (i, j) and the filtered f n (i, j) as a difference, the formula is as follows:
[0054] the y n (i,j)=x n (i,j)-f n (i,j)
[0055] Step 4. Correct...
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