文字与xy平面不平行如何处理
本帖最后由 shasow 于 2017-10-23 19:57 编辑请教,文字与xy平面不平行如何处理,导至不平行的原因是因为在用al对齐时捕捉到了三维空间的点,如何才能使文字与xy平面平行,我觉的是下面这个数值不为0的问题(abc为不平行的文件),其中的“文字”两字是正常的。
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
应该是几何图形的 z坐标不为零 不止是 Z 不为 0 吧,List 查看的话最后的“UCS拉伸方向”不是通常是 0,0,1 其 X,Y 也是有小值的。
好像是可以通过代码强行将这个法向矢量置为 0.0,0.0,1.0 的,就于 x-y 平面平行。 如果仅仅是Z坐标不为零,那么你说"文字与xy平面不平行"这种说法是不对的,恰恰
相反它们是平行的,只是不共面而已! 霏霏霏霏霏霏霏霏霏霏 多谢各位!如何才能搞成正常呢? 直接的、简单的方法,没有;借助代码或可行 dunkel 发表于 2017-11-16 08:39
直接的、简单的方法,没有;借助代码或可行
多谢dunkel!
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