LXL123 发表于 2021-12-6 18:05:20

【提问】T5L1 UART4用于modbus通信问题

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
1.我下载图2Demo做MODBUS通信,通信数据接收异常,和自己配置接受的数据很相似都是开头7F 7E DF FF FB 75 C6 00 ,不知出啥问题,那位大佬解答一下(接口使用RS232转的)

Bensenl 发表于 2021-12-6 18:39:39

本帖最后由 Bensenl 于 2021-12-6 20:55 编辑

您好,方便提供下屏幕型号吗?有可能是串口电平、波特率不对。

LXL123 发表于 2021-12-7 17:04:31

Bensenl 发表于 2021-12-6 18:39
您好,方便提供下屏幕型号吗?有可能是串口电平、波特率不对。

感谢,问题解决了

zbmusic 发表于 2022-3-20 15:34:55

LXL123 发表于 2021-12-7 17:04
感谢,问题解决了

上面这位兄弟,串口出来乱码不是标准modbus指令是什么原因,怎么解决的,方面告诉一下吗?13651231503万分感谢,是波特率问题吗?
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查看完整版本: 【提问】T5L1 UART4用于modbus通信问题