Method for identifying points in pits on convex surface
An identification method and pit technology, which are applied to measuring devices, instruments, optical devices, etc., to achieve the effect of saving computing time and simplifying operations.
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[0011] with (x ij ,y ij ,z ij )(i,j=1,2,Λ,n) represents the coordinates of the measuring points on the surface of the object to be tested under a certain three-dimensional measurement coordinate system o-xyz, according to the characteristics of the laser array, where (x i1 ,y i1 ,z i1 ), (x i2 ,y i2 ,z i2 ),..., (x in ,y in ,z in )(i=1,2,Λ,n) in the same plane, (x 1j ,y 1j ,z 1j ), (x 2j ,y 2j ,z 2j ),..., (x nj ,y nj ,z nj )(j=1,2,Λ,n) in the same plane.
[0012] If there is no pit in the area to be inspected, for any positive integer u, v, when i=1, 2, Λ, n, j=2, 3, Λ, n-1, j-u>0, j+v≤ n always have
[0013]
[0014] Similarly, for any positive integer u, v, when j=1,2,Λ,n, i=2,3,Λ,n-1, i-u>0, i+v≤n always have
[0015]
[0016] If the point set (x ij ,y ij ,z ij )(i,j=2,3,Λ,n-1) violates the above two inequalities, it can be concluded that the point (x ij ,y ij ,z ij ) is in the pit, but this identification method has too much computation, s...
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