hilton 发表于 2021-10-21 11:31:06

看看和我的是不是一个原理图

hilton 发表于 2021-10-21 11:33:58

回 hilton 的帖子

hilton:
看看和我的是不是一个原理图 images/back.gif

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多几页,板子没画出来 难受。

peakwmh 发表于 2021-12-9 08:34:15

谢谢分享

ftnt1314 发表于 2021-12-9 08:47:23

wst2016 发表于 2021-12-22 22:47:16

ftnt1314 发表于 2021-12-23 08:31:00

hqlei 发表于 2021-12-23 17:39:02

学习下,看看是什么图

ftnt1314 发表于 2021-12-24 08:44:06

ftnt1314 发表于 2021-12-24 08:45:14

shuszhao 发表于 2021-12-24 08:52:03

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查看完整版本: amlogic T972参考原理图