Calculation method for center coordinates of linear structured light stripes based on vector traversal
A fringe center and line structured light technology, applied in the direction of measuring devices, complex mathematical operations, optical devices, etc., can solve the problem of low real-time performance, and achieve high real-time acquisition, good application value, and high real-time effects
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Embodiment 1
[0077] This embodiment provides a fast and high-precision calculation method for the center coordinates of line structured light stripes based on vector traversal, including the following steps:
[0078] 1) Define the coordinate system of the line structured light fringe image 1.
[0079] In a preferred embodiment, the upper left corner of the image is the origin of the coordinate system 10, the left direction is the x direction, and the downward direction is the y direction 9
[0080] 2) Determine the basic vector direction (x vector or y vector), to figure 1 As an example, including steps:
[0081] a) Determine the main direction of the fringe 2
[0082] b) Compute the fringe normal direction 3 of the fringe main direction 2
[0083] c) Analyze the angle a11 between the normal direction of the fringe and the x-direction of the image
[0084] d) Analyze the angle b12 between the normal direction of the fringe and the y-direction of the image
[0085] e) compare the size ...
Embodiment 2
[0117] This embodiment provides a method for calculating the center coordinates of line structured light stripes based on vector traversal, including the following steps:
[0118] 1) Define the coordinate system of line structured light stripe image 1
[0119] The coordinate system is that the upper left corner of the image is the origin 10 of the coordinate system, the x direction is to the right, and the y direction is downward.
[0120] 2) Determine the 4 directions of the basic vectors, including the following steps:
[0121] a) Determine the main direction of the fringe 2;
[0122] b) calculating the stripe normal direction 3 of the stripe main direction 2;
[0123] c) Analyzing the included angle a11 between the normal direction of the fringes and the x-direction of the image;
[0124] d) Analyzing the included angle b12 between the normal direction of the fringes and the y-direction 9 of the image;
[0125] e) Compare the size of a and b, if a≤b, then the direction ...
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