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SEGMENTAL ARC POLYGON TWO-DIMENSIONAL BOOLEAN OPERATING METHOD

机译:段弧多边形二维布尔运算法

摘要

A segmental arc polygon two-dimensional Boolean operating method, comprising: reading the data of a main body A and a main body B sequentially, and removing the excess collinear points of the main body A and the main body B (S101); calculating the islands and holes of the main body A and the main body B as well as the data of the corresponding intersection points and sub-edges of each island and hole, and calculating the lowest sub-edge of the islands (S102); creating a hash mapping relationship between the islands and holes and their corresponding intersection points, and establishing a mapping relationship between each of the intersection points and the sub-edges (S103); calculating the winding number values of the sub-edges of each island and hole by means of an iterative algorithm (S104); and carrying out union, subtraction and intersection Boolean operations on the main body A and the main body B by means of the winding number values (S105). By means of the segmental arc polygon two-dimensional Boolean operating method, the curve-type two-dimensional graph Boolean operation can be effectively solved, the cost is low, and the operation is fast.
机译:分段弧多边形二维布尔运算方法,包括:依次读取主体A和主体B的数据,并去除主体A和主体B的多余共线点(S101);计算主体A和主体B的岛和孔,以及每个岛和孔的对应交点和子边缘的数据,并计算岛的最低子边缘(S102);在岛和孔及其对应的交点之间创建哈希映射关系,并在每个交点与子边缘之间建立映射关系(S103);通过迭代算法计算每个岛和孔的子边缘的绕组数值(S104);然后,通过缠绕数的值,对主体A和主体B进行并,减,交布尔运算(S105)。通过分段弧多边形二维布尔运算方法,可以有效地解决曲线型二维图布尔运算,成本低,运算速度快。

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