Arc scanning type construction scheme of triangular irregular network containing edge topological information
A technology of topology information and triangular network, applied in the field of construction of irregular triangular network, can solve the problem that the data structure does not contain edge information, and achieve the effect of enhancing topology performance and saving space.
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[0027] (1) Definition of vertex, directed edge and triangle data structure
[0028] The structure definition of the vertex only has horizontal and vertical coordinate values, without any pointer. The structure definition of the directed edge includes information such as the start point and the end point, the adjacent triangle on the left, and the opposite edge, all of which are represented by subscripts in the array. To avoid unnecessary searches, the edge structure also includes the index of the edge in the edge array. The structure definition of a triangle only includes an array storing the subscripts of its three adjacent sides and the subscript of the triangle, where the three adjacent sides are stored in counterclockwise order. The edges between two adjacent triangles are two directed edges in opposite directions.
[0029] struct DPoint: / / Definition of vertices
[0030] double x;
[0031] double y;
[0032] Array container object for storage points: vector Points; ...
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