A Contour Interpolation Method
A contour and interpolation technology, applied in special data processing applications, instruments, electrical digital data processing, etc., can solve the problem of no attribute information, contour lines can not be non-aliased seamless border clipping, slow speed, etc.
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Embodiment 1
[0040] For example, for the contour map of annual precipitation, the interpolation area is the east-west cross hilly landform.
[0041] Use the existing grid method contour generation method to generate contour maps, the steps are as follows:
[0042] (1) Specify the contour area, which is a rectangular range [MinX, MinY], [MaxX, MaxY];
[0043] (2) Define the rectangular area as (m-1)×(n-1) grids, and the sequence numbers of each grid point are arranged as follows: horizontal j=1, 2, 3...n; vertical i=1 , 2, 3...m, the length of the horizontal side of each grid is Dx, and the length of the vertical side is Dy;
[0044] (3) Use the weighted quadratic polynomial algorithm to interpolate the value of each grid point;
[0045] (4) Find out each isovalue point and connect and generate the isovalue line in the rectangular area;
[0046] (5) Given the effective area polygon in the actual work, clip the contour line in the rectangular area, and finally obtain the contour map in th...
Embodiment 2
[0063] Interpolate the groundwater level isomap for a northeast-southwest-trending piedmont area. The interpolation method is the same as that in Example 1, but since the groundwater level usually has an obvious northwest-southeast trend, the direction correction coefficient can be set as:
[0064] 10 5 1
[0065] 5 10 5
[0066] 1 5 10
[0067] The value of the point to be interpolated F(a, b) is similarly obtained.
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