乱世百晓生 发表于 2023-7-8 16:34:31

12C单片机的P2.0不能输出低电平

P2口其它都没问题,就是P2.0输出不了低电平,永远是高电平,配置过各种IO口模式都不行,换了6片都是一样,P2.0给硬件上浮空也没用

zhp 发表于 2023-7-8 16:57:03

STC12C系列单片机的P2.0还真没有什么特殊的地方
可能您还是需要查一下您的测试板

乱世百晓生 发表于 2023-7-8 20:00:57

zhp 发表于 2023-7-8 16:57
STC12C系列单片机的P2.0还真没有什么特殊的地方
可能您还是需要查一下您的测试板 ...

为了排查问题已经全部断开了,浮空的现在,没有特殊的连接方法

电子DIY小家 发表于 2023-7-12 13:37:55

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

ISP软件里直接找到你的型号的这个 IO口历程的hex直接烧录进去试一下看看,这个p20端口电平会不会改变
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查看完整版本: 12C单片机的P2.0不能输出低电平