小春同学 发表于 2020-8-16 22:01:58

关于PCB设计的一些IPC及国标资料分享

贴片焊盘的大小,是有规范的,这个在IPC-7351中有明确的定义。

lqsgg 发表于 2020-8-16 22:51:51

小鑫鑫 发表于 2020-8-17 00:14:31

bidinghong 发表于 2020-8-17 08:09:57

郑先生 发表于 2020-8-17 08:25:14

zeosv 发表于 2020-8-17 08:25:24

好好学习,天天向上

13713603579 发表于 2020-8-17 08:47:02

瓦莱塔的 发表于 2020-8-17 08:54:04

zeosv 发表于 2020-8-17 09:57:56

好好学习,天天向上

小春同学 发表于 2020-8-17 19:47:06

IPC7351中,有给出的焊盘大小的计算方式。那么,对于THT元件,怎么计算过孔钻多大?焊环给多大呢?
焊环大了吧,粘锡多,给小了吧,有可能会破孔也不一定,而且,THT元件有个爬锡的标准的,具体是什么样的我也不清楚,反正我有工具知道如何计算,而且,很官方。
感觉吧,IPC标准,就是最好的挡箭牌——但凡开口闭口的说:根据IPCxxx标准...不仅给人很牛逼的感觉,还很能怼人。
为些,贡献一个IPC-77251插件元件的焊盘计算方式。
在此表中,A表示的是过孔、元件比较大些,一般用于工业控制等对可靠性要求比较高的场合;
data:image/png;base64,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
B表示标准取值,一般选B;
data:image/png;base64,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
C一般用于元件比较密集的场合;
data:image/png;base64,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
页: [1] 2 3
查看完整版本: 关于PCB设计的一些IPC及国标资料分享