fcg99999999 发表于 2020-10-15 10:11:13

请问STM32的ADC输入和内部比较器的正端输入可以使用同一个...

请问STM32的ADC输入和内部比较器的正端输入可以使用同一个引脚吗?
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查看完整版本: 请问STM32的ADC输入和内部比较器的正端输入可以使用同一个...