Hi All, I am looking for some direction on if GDAL has the capability has the ability to build a super-polygon from a series of small polygons...I have played a bit with the OGR Geometry classes but I can't seem to quite get what I need.
Let's start with a simply example. Polygon A has vertices in (X,Y) format of <0, 0>, < 0,1>, <1,0>, <1,1> Polygon B has vertices in (x,y) format of < 1,0 >, <1,1>, <2,0>, <2,1> Since Polygon A and B share a common side with vertices < <1,0> and <1,1> I want to build super polygon that contains the coordinates of the outer perimeter of the points. When complete the new polygon C will thus have points <0,0>,<0,1>,<2,0>, <2,1> I had first looked at OGRPolygon.AddRing wherein A and B above would be OGRLinearRings and then by making a call to C.getExteriorRing() but this seem to report the first ring added. Am I heading in the correct direction or is this something that I will essentially have to do manually by first creating a OGRLinearRing from the vertices of polygon A, then creating a OGRPolygon to which I execute addRing. Then interrogating that ring to see which line segments are common between A and B and removing the ones that are common and adding the line segments that aren't common. Thanks, Bill ++++ William Cassanova | Senior GFS Developer | The Weather Channel | 770.226.2368 | [email protected]
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