tudou0720100711 发表于 2021-12-15 19:40:53

楼主放的PCB为空白文档

原贴连接:



MT6763 MMD,emcp_LPDDR4_eMMC_254b原理图,10层PCB


举报原因:楼主放的压缩包文件,解压后的PCB无法识别,原理图打开为空白文件
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
图1后两个文件打开为空白
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
图2 10LPCB里的文件,打开也为空白

梦生 发表于 2021-12-16 09:01:33

xiaobing666 发表于 2021-12-16 10:09:45

积分白花了?

lucas陈 发表于 2021-12-16 10:14:22

老吴 发表于 2021-12-16 11:25:20

你用什么软件打开。很奇怪了。PADS 打开正常。 里面PCB是PADS9.5 以上格式才能打开, 原理图有两份,一份PADS 一份ORCAD 。

tudou0720100711 发表于 2021-12-17 08:53:16

回 老吴 的帖子

老吴:你用什么软件打开。很奇怪了。PADS 打开正常。 里面PCB是PADS9.5 以上格式才能打开, 原理图有两份,一份PADS 一份ORCAD 。

 (2021-12-16 11:25) images/back.gif

好吧,我看.pcb和.sch就用的AD和Allegro打开的,
还是谢谢吴老师帮忙验证了
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