请教各位大哥，这种怎么样建模？
本帖最后由 平常心！ 于 2025-7-10 14:27 编辑有个朋友让给做个三维立体图，要求在长200mm，宽120mm，0.6mm后的钢板上面压一个椭圆型的凹坑，椭圆尺寸160*80，深度3mm，如下图（紫色为logo），谁帮忙给做出来，谢谢！
data:image/png;base64,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
百度搜索solidworks压凹命令怎么用 我可以。到我这里来拿，不谢。 有图片吗。三个维度你只给了两个维度的限制，
这样？
钣金压凹 或者这样
谢谢大家了，朋友自己搞出来了。
还可以建俩实体去组合删减
页:
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