yealor 发表于 2024-5-12 21:09:11

批量选择闭合线--的疑问


写一个批量选择闭合线的vba
可发现出现疑问,
大佬救救我

Sub Start_XuanBiHeXian()
   
   Dim XuanZeJi As AcadSelectionSet
      
   
On Error GoTo CuoWu
   Do While ThisDrawing.SelectionSets.Count > 0   '选择集使用完了就要删除,图中原有的选择集
         ThisDrawing.SelectionSets.Item(0).Delete
   Loop
   
    Dim ft(7) As Integer
    Dim fd(7) As Variant
   
    Set XuanZeJi = ThisDrawing.SelectionSets.Add("BiHe") '添加选择集,选择集名为BiHe
      ft(0) = -4
      fd(0) = "<and"
      ft(1) = -4
      fd(1) = "<or"
      ft(2) = 0'图元类型
      fd(2) = "LwPolyline"
      ft(3) = 0'子类标记
      fd(3) = "PolyLine"
      ft(4) = 0'子类标记
      fd(4) = "SPLine"
      ft(5) = -4
      fd(5) = "or>"
      ft(6) = 70'线标志
      fd(6) = 1   '闭合标志
      ft(7) = -4
      fd(7) = "and>"
      
      XuanZeJi.SelectOnScreen ft, fd
      ThisDrawing.SendCommand "(sssetfirst nil (ssget ""P"")) "   '显示夹点
   
       XuanZeJi.Delete
   
CuoWu:

End Sub



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


运行结果如图,
图中的线有二维多段线,多段线,样条曲线
可只有线型生成是“禁用“的才能选择上,
怎么规避呢?

yealor 发表于 2024-5-12 21:11:31

附图,怎么传不上去呢

yealor 发表于 2024-5-12 21:13:25

图中的绿线是样条曲线,特性里压根没有线型生成的属性啊,红线是二维多段线,绘图时默认线型生成是启用的,就是选不上

yealor 发表于 2024-5-12 21:14:43

线型生成的dxf编码是多少啊,调出CAD帮助文档也没有找到啊

yealor 发表于 2024-5-12 21:17:29

polyline的DXF编码闭合就是70,1啊

yealor 发表于 2024-5-16 17:10:34

还好奇大佬们不搭理我,

才发现我的问题太幼稚,

才会有那句

“妈妈不让我和傻子玩”

的名言。

轻量线

闭合DXF:70,1-------不闭合:70,0

重量线

闭合DXF:70,129-------不闭合:70,128

样条曲线

闭合DXF:70,3339-------不闭合:70,1064

yealor 发表于 2024-5-16 17:11:43

问题完美解决
页: [1]
查看完整版本: 批量选择闭合线--的疑问