kwangon 发表于 2020-11-26 13:06:16

半坡三面包围屋顶心得

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琢磨了一上午,终于把常规的半坡三面包围屋顶建出来了。要点是在平面视图,选择屋顶的轴线、轮廓线、屋脊线,分别有不同的右键弹出式小菜单。1、点选轴线,选择(自定义平面)设置为山墙,2、点选轮廓线,选择(从多边形减少)开洞。注意不要选择轴线或屋脊线弹出的(从多边形减少)。

jourer 发表于 2022-2-16 16:12:16


论坛不能没有像楼主这样的人才啊!我会一直支持
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查看完整版本: 半坡三面包围屋顶心得