Inventor 结构化BOM和仅零件BOM导出数量不一致，求大佬帮忙分析
用Inventor导出的BOM有问题，导出的结构化BOM数据有误，下一个层级不能按照上一个层级需求数量去相应翻倍，比如下面这个图，如果第二层级中的运营中心数量是5，那么第三层级相应数量应该乘以5，可实际导出来的第三层级数量还是没有乘5，这是什么原因？求大佬帮忙解惑，谢谢data:image/png;base64,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
自带的BOM功能就是这样的，想算总数就用只看零件或者看有没有插件辅助算。 在inventor中，在装配体的BOM中存在三种结构数据：
model Data
Structured
Parts Only
在制作装配图时，标记图纸时也会涉及用哪种结构进行标识
具体可以看看帮助文件，按照自己需要选择。
按题主的说法，似乎想要Parts Only（穿透层次）, 但是选择了Structured（本层次结构）。
Lean_2017.feng 发表于 2023-12-19 12:38
在inventor中，在装配体的BOM中存在三种结构数据：
model Data
感谢大佬！！
另外再求解下，inventor 结构化BOM导出（所有层级），如何能设置外购件不再急需展开呢？
阿蛮04 发表于 2023-12-19 13:46
感谢大佬！！
另外再求解下，inventor 结构化BOM导出（所有层级），如何能设置外购件不再急需展开呢？
将外购件的bom结构设为外购件，在仅零件视图下就不会被拆分
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