zzhzzh7 发表于 2023-2-13 15:41:14

有没有办法让图纸所有图元锁定在z轴为0上

因为我所有的图,都不会用到三维的轴,但是有时候画着画着就意外z轴有了高度,就很麻烦。

有办法让自己的图纸定死z轴么,我经常需要全选然后全部改z轴。

qxyzm 发表于 2023-2-22 10:08:06

kwok 发表于 2023-2-21 18:00


谢谢!查了这个功能,“如果勾选了这个选项,即使捕捉了图中带Z坐标的点,绘制的点仍在XY平面上。
当然这个方法也只能解决后面的问题,之前已经有Z坐标的图形我们还是要想办法处理。”。应该可以解决因为拷贝了一些有问题图例带来的z轴不为0问题。

qxyzm 发表于 2023-2-16 09:45:41

shujh1989 发表于 2023-2-14 11:57
那段直线只在Z轴上有长度,所以就没了。自己手动也可以实现Z轴归零,Z轴归零的插件很多,问题都很多。用 ...

明白的 我改一下措辞我也和楼主一样其实只用到两个维度就够了 就是不理解为什么画着画着能画到z轴上去了

aws 发表于 2023-2-15 10:27:16

222808 发表于 2023-2-14 12:45
(command "change""all""""p""e""0""")
将此代码行复制到命令行中,然后回车。
今天刚学到的,不知道可以 ...

无法修改具有不同 Z 坐标的对象的标高。

ymgupl 发表于 2023-2-13 15:55:13

CAD LT版本好像不带Z的

zzhzzh7 发表于 2023-2-13 18:51:30

ymgupl 发表于 2023-2-13 15:55
CAD LT版本好像不带Z的

还有这种版本。。。我还以为用插件可以实现
不知道lite版本会不会不兼容很多插件

222808 发表于 2023-2-13 22:38:39

贱人工具箱好像可以直接z轴归零

cghdy 发表于 2023-2-14 08:42:48

图元归零插件很多,锁定为零的没见过。

ymgupl 发表于 2023-2-14 08:56:34

zzhzzh7 发表于 2023-2-13 18:51
还有这种版本。。。我还以为用插件可以实现
不知道lite版本会不会不兼容很多插件


很早以前装过LT版本,没深入了解过,你可以试试,看满足你需求不

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qxyzm 发表于 2023-2-14 09:31:12

本帖最后由 qxyzm 于 2023-2-16 09:46 编辑

用插件或者自己手动改z轴为0有时会直接让线消失了 也不知道为什么会画到z轴上去 遇到这种好麻烦呀

zzhzzh7 发表于 2023-2-14 10:33:03

cghdy 发表于 2023-2-14 08:42
图元归零插件很多,锁定为零的没见过。

直接归0有时候会出问题,所以我想着,反正我不用别的轴,直接锁死不知道行不行。

shujh1989 发表于 2023-2-14 11:57:25

qxyzm 发表于 2023-2-14 09:31
贱人工具箱z轴为0有时会直接让线消失了 遇到这种好麻烦呀

那段直线只在Z轴上有长度,所以就没了。自己手动也可以实现Z轴归零,Z轴归零的插件很多,问题都很多。用天正时有的图元会变成三维的。

222808 发表于 2023-2-14 12:45:28

(command "change""all""""p""e""0""")
将此代码行复制到命令行中,然后回车。
今天刚学到的,不知道可以不
页: [1] 2 3
查看完整版本: 有没有办法让图纸所有图元锁定在z轴为0上