iliketolearn 发表于 2022-12-23 07:29:54

树莓派4B机械尺寸的标注求教

我在网上下载了树莓派4B的机械图, 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
有点不会看机械图。我现在想知道一些器件的确切尺寸,比如它的GPIO管脚间距。 还有就是图中的Type C的标注Z=3.2 是什么意思? 谢谢!



爱喝柠檬水 发表于 2022-12-23 09:56:58

Z应该是器件高度吧

iliketolearn 发表于 2022-12-24 12:43:35

嗯,谢谢。 是器件高度。 我找了RJ45连接器,USB2.0 和Type C的接口参数。 确实图中标注的参数是器件高度。
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查看完整版本: 树莓派4B机械尺寸的标注求教