Bootstrap

halcon 测量


dev_set_draw('margin')
dev_set_line_width(3)
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***创建包含了检测的边缘ROI区域,注意所画的矩形区域的长轴要与检测边界垂直
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Row :=  599.5
Column := 1073.5
Phi := rad(-87.0643)
Length1 :=  351.461
Length2 := 75.0125
Interpolation := 'nearest_neighbor'
gen_rectangle2(ROI, 599.5, 1073.5, rad(-87.0643), 351.461, 75.0125)
<img 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" alt="" />
**************************
***创建测量对象
**************************
gen_measure_rectangle2 (Row, Column, Phi, Length1, Length2, Width, Height, Interpolation, MeasureHandle)
disp_continue_message (WindowHandle, 'black', 'true')
*********
******边缘检测算子的参数
******图像对象  、检测对象、  高斯平滑值、 最小的边缘宽度、边缘的灰度变化的形式、
********measure_pairs是边缘检测的算法,高斯平滑之后,设置灰度值的变化形式,以及边缘的宽度
measure_pairs (Image, MeasureHandle, 1, 1, 'negative', 'all', RowEdgeFirst, ColumnEdgeFirst, AmplitudeFirst, RowEdgeSecond, ColumnEdgeSecond, AmplitudeSecond, IntraDistance, InterDistance)
disp_continue_message (WindowHandle, 'black', 'true')
disp_cross(WindowHandle, RowEdgeSecond, ColumnEdgeSecond, 3, 0)
disp_cross(WindowHandle, RowEdgeFirst, ColumnEdgeFirst, 3, 0)

*************
***结果可视化
****************
for i := 0 to |RowEdgeFirst|-1 by 1
    gen_contour_polygon_xld (EdgeFirst, [-sin(Phi+rad(90))*Length2+RowEdgeFirst[i], -sin(Phi-rad(90))*Length2+RowEdgeFirst[i]], [cos(Phi+rad(90))*Length2+ColumnEdgeFirst[i], cos(Phi-rad(90))*Length2+ColumnEdgeFirst[i]])
    gen_contour_polygon_xld (EdgeSecond, [-sin(Phi+rad(90))*Length2+RowEdgeSecond[i], -sin(Phi-rad(90))*Length2+RowEdgeSecond[i]], [cos(Phi+rad(90))*Length2+ColumnEdgeSecond[i], cos(Phi-rad(90))*Length2+ColumnEdgeSecond[i]])
    dev_set_color ('cyan')
    dev_display (EdgeFirst)
    dev_set_color ('magenta')
    dev_display (EdgeSecond)
    dev_set_color ('blue')
    if (i = 0)
        set_tposition ( WindowHandle, RowEdgeFirst[i] + 5, ColumnEdgeFirst[i]+20)
    else
        set_tposition ( WindowHandle, RowEdgeFirst[i] - 40, ColumnEdgeFirst[i]+20)
    endif
    write_string ( WindowHandle, 'width: '+IntraDistance[i]+' pix')
endfor
<img 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" alt="" />
disp_continue_message ( WindowHandle, 'black', 'true')
stop ()
close_measure (MeasureHandle)
dev_update_window ('on')
dev_clear_window ()
<img src="https://img-blog.csdn.net/20150802083225138?watermark/2/text/aHR0cDovL2Jsb2cuY3Nkbi5uZXQv/font/5a6L5L2T/fontsize/400/fill/I0JBQkFCMA==/dissolve/70/gravity/Center" alt="" />
<img src="https://img-blog.csdn.net/20150802083046650?watermark/2/text/aHR0cDovL2Jsb2cuY3Nkbi5uZXQv/font/5a6L5L2T/fontsize/400/fill/I0JBQkFCMA==/dissolve/70/gravity/Center" alt="" />

                
      
;