Video image rotation method
A video image and image technology, which is applied in the field of airborne video display, can solve problems such as slow processing speed, large buffer areas, and holes in rotating images, and achieve the effects of being suitable for hardware implementation, reducing buffer space, and improving real-time performance
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[0045] Example one
[0046] In this embodiment, the video image is rotated counterclockwise by θ°, where 0 <θ≤45. Use the coordinates of the jth and j+1th rows before rotation to obtain the corresponding video rotation processing result.
[0047] Figure 2a Is a schematic diagram of forward rotation mapping, assuming that the image coordinates before rotation are (x 1 ,y 1 ), each pixel of each line of image around the center of the screen (x 0 ,y 0 ) After rotating the angle θ counterclockwise, the rotated image coordinates are (x 1 ',y 1 '). The formula is:
[0048] x 1 ′ = ( x 1 - x 0 ) cos θ - ( y 1 - y 0 ) sin θ + x 0 y 1 ′ = ( x 1 - x 0 ) sin θ + ( y 1 - y 0 ) cos θ + y 0
[0049] Forward the first and last coordinates (1, j), (cols, j) of the j-th row to the corresponding rotated floating-point coordinates (x s ,y s ),(x e ,y...
Example Embodiment
[0063] Embodiment two
[0064] In this embodiment, the video image is rotated counterclockwise by θ°, where -45≤θ <0. Use the coordinates of the jth and j+1th rows before rotation to obtain the corresponding video rotation processing result.
[0065] Forward the first and last coordinates (1, j), (cols, j) of the j-th row to the corresponding rotated floating-point coordinates (x s ,y s ),(x e ,y e ),then:
[0066] x s = ( 1 - x 0 ) * cos θ - ( j - y 0 ) * sin θ + x 0 y s = ( 1 - x 0 ) * sin θ + ( j - y 0 ) * cos θ + y 0 x e = ( cols - x 0 ) * cos θ - ( j - y 0 ) * sin θ + x 0 y e = ( cols - x 0 ) * sin θ + ( j - y 0 ) * cos θ + y 0
[0067] Figure 5 In order to further determine the first and last fl...
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