陈立业 发表于 2024-11-12 22:42

LKS32MC454定时器2怎么配置成32位pwm输出

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Amazingxixixi 发表于 2024-11-21 11:25

应该和定时器有关系嘛
页: [1]
查看完整版本: LKS32MC454定时器2怎么配置成32位pwm输出