落雪 发表于 2023-6-6 18:36

pads lyout过孔特性中的平面层热焊盘是干嘛用的

pads lyout过孔特性中的平面层热焊盘是干嘛用的
看了一下STM官方的PCB,里面2-3的埋孔,都是一样的孔,有的勾选了平面层热焊盘,有的这个选项是灰色的,区别在哪里,而且灰色选项的孔的胶粘都取消不了的,取消了再点开还是胶粘,求解。
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data:image/png;base64,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

落雪 发表于 2023-6-6 18:38

这个是截图

sea_shao 发表于 2023-6-6 19:25

leslie_aqiang 发表于 2023-6-6 21:59

iyuqi 发表于 2023-6-6 22:25

power3 发表于 2023-6-7 08:15

huangchang 发表于 2023-6-7 08:17

2023年6月7日打卡

小鑫鑫 发表于 2023-6-7 08:34

hzbaige 发表于 2023-6-7 08:48

谢谢分享

luguijing 发表于 2023-6-7 08:56

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查看完整版本: pads lyout过孔特性中的平面层热焊盘是干嘛用的