hlchirs 发表于 2024-2-2 22:55:27

求助,关于Python(VBA)批量打印时设置的坐标点

错误现象
在CAD文件中图框的坐标点是0,0和105100,59400,设置好窗口,将其应用到布局后,但是在通过doc.layouts['Model'].GetWindowToPlot()获取的坐标点却是((-936363.5505367576, -141903.4767118285), (-831263.5505367576, -82503.47671182864))。
这导致无法通过代码来设置坐标点。

但是将这些图形复制到一个新建的图纸中后,设置的窗口坐标点和Python获取的坐标点是一致的,即可以通过多线段获取坐标值,自动设置打印窗口的坐标,从而使用Python中的doc.layouts['Model'].SetWindowToPlot(p1,p2)实现自动批量打印。
请问各位高手,有遇到过这种情况吗?
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



你有种再说一遍 发表于 2024-2-3 16:07:47

坐标不对必然是存在原点设置

hlchirs 发表于 2024-2-3 22:22:47

原点怎么查询和配置呢
WCS和UCS都是正常的在原点,后来查到TARGET数据不对,请问这个数据在VBA中怎么配置
页: [1]
查看完整版本: 求助,关于Python(VBA)批量打印时设置的坐标点