鸡蛋鸭蛋荷包蛋 发表于 2023-2-4 22:19

KEIL查看STM32实际工作频率

本帖最后由 鸡蛋鸭蛋荷包蛋 于 2023-2-6 09:51 编辑

#技术资源#
KEIL查看STM32实际工作频率

第一步 程序写入2条代码
RCC_ClocksTypeDef ClockInfo;//代码1
int main(void)
{
RCC_GetClocksFreq(&ClockInfo); //代码2
while(1);
}
白话解释:返回频率

第二步 软件操作
打开仿真调试
代码2括号内 ClockInfo 右键添加到watch 状态窗口


第三步 16进制转换
点击取消十六进制显示,自动转换为十进制
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**GfuW11H/ZMo8rKQNZZKV07LOJ2icD2b0eH5xLOksZyPuAHhjMOBPI+wd81gdOXYCpaRjybHtwH+BTbs6W3y9Q3A7TPuX11B/ArzxoTgayETcwwB1KqYEV90y8mqQLEcA7qetkFhe3G0kmMWv6+nYykKPRKEayWJSmkG50e/77Mc048ahB0t2+yHJTBnKAlIHcHGUgN6cT/oakddpuzkBkpSkDWaRD5wxEFqcMZJFKHTtnIOJPGcgildQzEBERzRmIiIgykAOnDOTmqIco0hqaMwiYLi1tnDKQm6OGVJrR0XMGykAWEalNx84ZKANZRKR2HdkzUAayiEh9Oq5n0NYZyBN1ZiBXW3/iPrjnWO3lB3bDgWn//fkt92Yre+vhV796P+dKUwayyKI6qmfQ9hnI1qH6MpAXrD/tk07mUz5zDGY2O08orbZfv+Uzx8qzlUv18KtfvZ+zBZSBLLKojuoZtH0GsglM1ZGBXLn+xFEwq6Sc+Z***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
0x044AA200=72 000 000h





yangjiaxu 发表于 2023-2-28 11:17

其实查这个一般都没啥太大作用,还不如用示波器,抓的数据也是很靠谱的,而且要是怀疑时钟频率不准确也不能仿真了吧,仿真可能会影响结果的
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