andyszw* 发表于 2017-7-15 09:56:28

平面铣,设置底面出错

本帖最后由 andyszw 于 2017-7-15 10:02 编辑

tag_tplane_tag;
double origin_point={ 0,0,-10 };
double plane_normal={ 0,0,1 };
UF_MODL_create_plane (origin_point, plane_normal, &plane_tag);
UF_PARAM_set_tag_value (objects, UF_PARAM_FLOOR, plane_tag );
我用上面函数设置了底面,但是在查看底面时,报错
data:image/png;base64,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
求大神指点,为什么设置底面后,会出现这个错误?

andyszw* 发表于 2017-7-15 09:57:43

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

easonchan* 发表于 2017-7-15 15:24:04

没见过这种设置底面的,帮不了你。

andyszw* 发表于 2017-7-15 16:13:00

那还有设置底面的其他方法吗?我找不到其他函数。

andyszw* 发表于 2017-9-26 10:57:55

自己搞定了,用GRIP来做的
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查看完整版本: 平面铣,设置底面出错