ESP8266-12F引脚接法-Arduino中文社区 - Powered by Discuz! Archiver

epigone 发表于 2019-4-7 14:43

ESP8266-12F引脚接法

本帖最后由 epigone 于 2019-4-7 15:03 编辑

近日掏了个ESP8266-12F模块,因本人新手且网上资料较少,不知道怎么接引脚。后来找到模块文档琢磨一番总算调试成功。现将个人经验介绍如下,以方便新手。下面是文档中找到的最小系统图和工作模式图:
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参照上图,从FLASH启动进入AT系统的引脚接法:EN(CH-PD)与VCC并联接USB-TTL的VCC(3.3V)(偷懒没有在EN前串联10K电阻),GPIO15串联10K电阻与GND并联后接USB-TTL的GND,模块TXD脚接USB-TTL的RXD,模块RXD脚接USB-TTL的TXD。注:网上资料介绍,电流过大,超过USB转TLL模块的承受范围,ESP8266不能进入系统。因此我觉得EN与GPIO15串联电阻的原因,是降低通过的电流。引脚接好后模块顺利进入AT系统,现在可以用串口调试软件进行调试了!这方面的资料很多,网友可以自己查找。




avanyway 发表于 2019-4-8 08:04

有总结有搬运喜欢

duyes 发表于 2020-8-14 20:28

楼主写的不错,棒棒哒
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查看完整版本: ESP8266-12F引脚接法