hrp2617 发表于 2020-6-16 18:29:40

关于usart串口的收发问题

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
在上位机输入字符加换行,可以打印的出来,但是多加一个换行字符就不行了,然后就卡死了,不知道是逻辑上的错误还是什么的,刚上收弄hal库,很多不知道...在串口通信上有什么方案比较好的吗?

butterflyspring 发表于 2020-7-9 10:04:42

这个通常要搞清楚软件收发的原理,也就是HAL库中你使用的原理,再调试一下收到的结果和发出的顺序是否通畅:)
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查看完整版本: 关于usart串口的收发问题