Image point matching method for industrial digital photogrammetry
A technology of image point matching and point matching, which is applied in the field of image point matching for industrial digital photogrammetry, and can solve the problems of large error and large amount of calculation
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Embodiment 1
[0051] The image point matching method based on nuclear surface constraints of three photos, the flow chart of this method is as follows Figure 5 As shown, the specific steps are as follows:
[0052] (1) Transform the coordinates of all image points on the three photos into the object space coordinate system;
[0053] (2) Select a photo Each unmatched image point on the target image point is calculated as the target image point in the other two photos , Corresponding nuclear surface on , ;
[0054] (3) Set the distance threshold , calculate the image respectively , From each candidate image point to the corresponding nuclear surface , the distance ,like , then the corresponding candidate image point is marked as the initial matching image point, and the two images , The initial matching image point set on is denoted as the initial set , ;
[0055] (4) If the initial set , If at least one of them is empty, the matching of the target image p...
Embodiment 2
[0069] It can be seen from the aforementioned matching process that theoretically only two photos can be used for matching, but due to the interference of errors, it is necessary to use the third photo to eliminate the false matching caused by errors. How to select these three photos, that is, how to group all the photos, should consider the geometric relationship among the photos.
[0070] like Figure 7 Shown, the 3rd photo The reason why the mismatch is eliminated is that the nuclear surface and intersect, reflected in the photo above is the nuclear line and Intersect at the image point of the same name . If in nuclear surface Interference image points exist on , its in the photo image point of the same name on not on nuclear surface Therefore, there will be no mismatch. but if , , , The four points are coplanar, then the core plane and overlap, dot will be at the core inside, so that , All may be pixels with the same name, resul...
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