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  • gd32f3030 GPIO AF配置问题

    我有个硬件 用PA8作为 [font=Arial][size=9pt]TIMER0_CH0使用,那么软件为什么没有AF0\AF2\AF2之类的配置?[/size][/font][img]data:image/png;base64,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**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[/img] 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**4d4fDaJ7j6KdD7+t84wIeoXqL6MXl9CpPlf3sstpfsizGAkwP8w1qU+i6g12a0GzmlR/j12REmrwUweoXGvMHAtSko19y/njYgzwmOTxBunL47cenS9XyVcb7YhEK4rkYJ8HzVfU7Na+rNP5G1K6I5IcL5EIBv2/vGPjFeTJuU918hovUCAuuXq95a6yAhpDbRGKKX+423XA8Py9vnuygChvemx/TSvNrFz0HKtzw/Va/QpzhGP3r7UFkIHCHj5vH2+BS1d0cExbVw2/Mn0YPeH***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[/img] 就一个 GPIO_MODE_AF_PP就行了吗?这是怎么确定我用的AF几呢?TIMER0_CH0一直没信号

    GD32F3

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