徐雨 发表于 2016-5-19 13:40:40

Stm32f446RET 设置不了PWR的ODEN位和ODSWEN位

Hi,
    我自己做了块板子,网上淘了块stm32f446ret,使用cubeMx生成了一个系统时钟为180M的简单工程,开始调试发现没过多久就直接进硬件错误了,奇怪的事168M也会进硬件错误,主循环的LED都没进去,后来看了芯片手册发现除了要设置PWR 的VOS位以外,还要进入over drive 模式,否则时钟只能跑到168M,还要设置ODEN以及ODSWEN。发现VOS能正常置位,但是ODEN和ODSWEN设置都没反应。
之后我用官方代码内部16M RC振荡器产生180M时钟,发现也会在设置打开over drive mode时在等待HAL_OK处死等,原因是返回的HAL_TIMEOUT,查看CR的ODEN位和ODSWEN位都没设置成功。
无奈,手头没有f446开发板,只有一块f746 discovery,用cubeMx随便写个系统时钟216M的工程,发现这两个位能正常置位,说明cubeMx生成的代码是可靠的。

z00 发表于 2016-5-19 17:04:39

手上有F446的开发板 可以帮你测一下

徐雨 发表于 2016-5-20 09:55:26

z00 发表于 2016-5-19 17:04
手上有F446的开发板 可以帮你测一下
    那多谢了,附件是我的测试工程,直接用cubeMx生成的,使用内部16M RC作为时钟源,配置系统时钟180M,使用的调试模式是SW模式,调试器是JLINK。我在使能over driver模式后,添加了一个读取PWR的CR与CSR寄存器值的语句,还添加了出错死等流程,防止等待超时后,直接跑到主循环,造成硬件错误。

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

axin88888888 发表于 2019-10-28 18:25:54

兄弟,最后是怎么解决的啊?
页: [1]
查看完整版本: Stm32f446RET 设置不了PWR的ODEN位和ODSWEN位