小垃圾 发表于 2025-7-21 15:29:35

我有一个问题,8H2k12U-SOP8是5V供电,然后他的IO输出电压应该也是5V,那么这个串口助手跟3.3V的单片机通信的时候,串口的输出电压应该也是5V。这个可能对目标单片机造成一些影响。

DebugLab 发表于 2025-7-21 15:30:13

小垃圾 发表于 2025-7-21 15:29
我有一个问题,8H2k12U-SOP8是5V供电,然后他的IO输出电压应该也是5V,那么这个串口助手跟3.3V的单片机通信 ...
https://www.stcaimcu.com/thread-11288-1-1.html
跳线改成3.3V

小垃圾 发表于 2025-7-21 15:52:11

DebugLab 发表于 2025-7-21 15:30
https://www.stcaimcu.com/thread-11288-1-1.html
跳线改成3.3V

我主要是想用SOP8的封装替代CH340K,不知道STC8H2K12U-SOP8可以通过ISP软件制作串口芯片么。我看他有8PIN的选项。
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

神农鼎 发表于 2025-7-21 16:03:18

小垃圾 发表于 2025-7-21 15:29
我有一个问题,8H2k12U-SOP8是5V供电,然后他的IO输出电压应该也是5V,那么这个串口助手跟3.3V的单片机通信 ...







神农鼎 发表于 2025-7-21 16:08:59


如下, USB转串口工作在 5V, 另外的 MCU 可以工作在 3.3V





小垃圾 发表于 2025-7-21 16:12:52

神农鼎 发表于 2025-7-21 16:08
如下, USB转串口工作在 5V, 另外的 MCU 可以工作在 3.3V

我明白了,感谢

liuxingyu 发表于 2025-7-24 20:42:58

DebugLab 发表于 2024-7-19 18:02
发现一些问题
C1、C5给同一个网络滤波,重复,然后Q2的D极没有滤波



哇撒,谢谢大神

速度与激情 发表于 2025-8-15 15:50:19

来了

柯西 发表于 2025-8-15 15:54:43

打卡学习,USB转单串口

liuxingyu 发表于 4 天前

谢谢分享,非常有用
页: 1 2 3 4 5 6 [7] 8
查看完整版本: 立创开源: USB 转 单串口 / 双串口@8H2K12U-SOP8/SOP16