求大神解析:ESP-01S刷入AT固件时,一直上电同步,IO2低电平
求解:esp01s是否已经坏了,还能用否?以下是ESP01S刷AT固件的时候出现的状态图:还有测得的各引脚电平状态如下:
GND引脚 -- 0V 3v3引脚 -- 3.3V
IO0引脚 -- 0V(外部拉低) IO2引脚 -- 0.88V
RST引脚 -- 3.3V EN引脚 -- 3.3V
TX引脚 -- 4.88V RXD引脚 -- 3.3V
采用串口CH340进行...
ESP01s天线旁边的指示灯常亮
请各位大虾诊断原因,谢谢
应该是没进入烧录吧 单片机菜鸟 发表于 2020-11-12 09:47
应该是没进入烧录吧
其他一个ESP01S和ESP01都弄好了,但是这个试了好多方式咋都弄不。就是想直到出现这个电平原因,有没有大神能解的。。。再附张官图:
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
扫地僧 发表于 2020-11-12 10:54
其他一个ESP01S和ESP01都弄好了,但是这个试了好多方式咋都弄不。就是想直到出现这个电平原因,有没有大 ...
怎么修复的呀
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