目录

一、得出三角形的三个角点二、用类似尺规作图法得出三角形圆心1、以三角形三角点画出圆形轮廓2、求出三角形轮廓与圆形轮廓之间的交点3、获得角平分线，三边角平分线交点为圆心 三、求出圆心到边最短距离即半径

一、得出三角形的三个角点

参考上篇文章“Halcon提取三角形边缘以及获取角点”

二、用类似尺规作图法得出三角形圆心

以三角形三个边为圆心生成三个圆形轮廓 求出轮廓与轮廓之间的交点 再以交点为圆心画圆轮廓，得到两个圆的交点，获得角平分线，三边角平分线交点为圆心

1、以三角形三角点画出圆形轮廓

gen_circle_contour_xld (ContCircle1, RowA, ColumnA, 20, 0, 6.28318, 'positive', 1) gen_circle_contour_xld (ContCircle2, RowB, ColumnB, 20, 0, 6.28318, 'positive', 1) gen_circle_contour_xld (ContCircle3, RowC, ColumnC, 20, 0, 6.28318, 'positive', 1)

2、求出三角形轮廓与圆形轮廓之间的交点

intersection_contours_xld (Contour, ContCircle3, 'all', Row, Column, IsOverlapping1) intersection_contours_xld (Contour, ContCircle1, 'all', Row2, Column2, IsOverlapping3) intersection_contours_xld (Contour, ContCircle2, 'all', Row4, Column4, IsOverlapping5)

3、获得角平分线，三边角平分线交点为圆心

//以交点为圆心画出两个同半径圆，两圆交点连线即为角平分线 gen_circle_contour_xld (ContCircle31, Row[0], Column[0], 40, 0, 6.28318, 'positive', 1) gen_circle_contour_xld (ContCircle32, Row[1], Column[1], 40, 0, 6.28318, 'positive', 1) intersection_contours_xld (ContCircle31, ContCircle32, 'all', Row1, Column1, IsOverlapping2) disp_line (3600, Row1[0], Column1[0], Row1[1], Column1[1]) gen_circle_contour_xld (ContCircle21, Row2[0], Column2[0], 40, 0, 6.28318, 'positive', 1) gen_circle_contour_xld (ContCircle22, Row2[1], Column2[1], 40, 0, 6.28318, 'positive', 1) intersection_contours_xld (ContCircle21, ContCircle22, 'all', Row3, Column3, IsOverlapping4) disp_line (3600, Row3[0], Column3[0], Row3[1], Column3[1]) gen_circle_contour_xld (ContCircle11, Row4[0], Column4[0], 40, 0, 6.28318, 'positive', 1) gen_circle_contour_xld (ContCircle12, Row4[1], Column4[1], 40, 0, 6.28318, 'positive', 1) intersection_contours_xld (ContCircle11, ContCircle12, 'all', Row5, Column5, IsOverlapping6) disp_line (3600, Row5[0], Column5[0], Row5[1], Column5[1])

延长直线，求交点

r:= Row1[0] - Row1[1] n:= Column1[0] - Column1[1] k1:= r/n b1:=Row1[1] - k1*Column1[1] row1:=k1*5+b1 row12:=k1*2500+b1 disp_line (3600, row1, 5, row12, 2500) r:= Row3[0] - Row3[1] n:= Column3[0] - Column3[1] k1:= r/n b1:=Row3[1] - k1*Column3[1] row2:=k1*5+b1 row22:=k1*2500+b1 * disp_line (3600, RowBegin, ColBegin, RowEnd, ColEnd) disp_line (3600, row2,5 , row22, 2500) r:= Row5[0] - Row5[1] n:= Column5[0]- Column5[1] k1:= r/n b1:=Row5[1] - k1*Column5[1] row3:=k1*5+b1 row32:=k1*2500+b1 disp_line (3600, row3,5 , row32, 2500) //求出圆心 Row6, Column6 intersection_lines (row2, 5, row22, 2500, row3,5 , row32, 2500, Row6, Column6, IsOverlapping7)

三、求出圆心到边最短距离即半径

distance_pc(Contour, Row6, Column6, DistanceMin, DistanceMax) gen_circle_contour_xld (ContCircle, Row6, Column6, DistanceMin, 0, 6.28318, 'positive', 1)