Method for estimating direction variation of digital surface models based on 3D-Zernike (three-dimensional-Zernike) moment phase analysis
A technology of digital surface model and azimuth difference, applied in three-dimensional shape analysis and application of remote sensing ground objects, three-dimensional data registration of remote sensing ground objects, and change detection, to achieve excellent robustness.
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specific Embodiment approach 1
[0042] Specific implementation mode one: combine figure 1 Describe this embodiment, the implementation process of the digital surface model orientation difference estimation method based on 3D-Zernike moment phase analysis described in this embodiment is:
[0043]Step 1. Initialize the multi-temporal DSM grid data of ground objects and standardize the input data format: Multiply the row and column coordinates (r, c) of the DSM grid to be processed by their grid resolution respectively as the horizontal horizontal and horizontal directions of each point. Ordinate (x, y), the elevation value of the current point is the height coordinate z in the vertical direction; thus, the input DSM grid can be converted into a P×3 three-dimensional point set form, 'P' is the number of points, and '3' is ( x, y, z) three coordinate components;
[0044] DSM grid data initialization is as formula (1):
[0045] x=r·res
[0046] y=c res (1)
[0047] z=DSM(r,c)
[0048] Among them, r and c are...
specific Embodiment approach 2
[0054] Embodiment 2: The difference between this embodiment and Embodiment 1 is that the three-dimensional data normalization method in step 2 can be a calculation method or a custom maximum distance method.
[0055] Calculation method: the distance R formula in step 2 can be calculated as formula (2):
[0056] R = x 2 + y 2 + z 2 - - - ( 2 )
[0057] The calculated distance R can be compared and sorted to obtain R max value;
[0058] The normalization formula is as formula (3):
[0059] x j =x / R max
[0060] the y j =y / R max (3)
[0061] z j =z / R max
[0062] Custom maximum distance method: according to the input DSM data, a uniform maximum distance value R can be set for the DSM data of all ...
specific Embodiment approach 3
[0064] Specific embodiment three: the digital surface model orientation difference estimation method based on 3D-Zernike moment phase analysis described in the present embodiment, the 3D-Zernike moment numerical calculation formula in step 3 is as formula (4):
[0065] Ω nl m = 3 4 π Σ v = 0 k q kl v ( x j 2 + y j 2 + z j 2 ) v e l m ...
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