satek 发表于 2022-9-7 15:32

HK32F030M 工作频率不对

本帖最后由 satek 于 2022-9-7 15:55 编辑

用HK32F030做幻彩灯驱动数据要求:(发送数据: 1码( 500ns_1+250ns_0) ,0码( 250ns_1+500ns_0)
用群里的HK32030MF4P6_Fwlib 直接修改发现工作频率不对,感觉芯片工作在8M而非32M(时间循环)
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


结果:data:image/png;base64,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***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***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***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

用同样设置用STM32(32M工作频率)测试如下

data:image/png;base64,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**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***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
设置频率不对?

Pretext 发表于 2022-9-7 16:03

时钟配置部分有吗?外部时钟用的多少M的?

satek 发表于 2022-9-7 16:24

本帖最后由 satek 于 2022-9-7 16:32 编辑

Pretext 发表于 2022-9-7 16:03
时钟配置部分有吗?外部时钟用的多少M的?
用的是网站上的例子,用内部时钟,上电复位理论上是32M





chenjun89 发表于 2022-9-7 18:20

时钟PPL系数设置对没有

satek 发表于 2022-9-7 18:23

本帖最后由 satek 于 2022-9-7 18:27 编辑

查了一下,好像设置上没发现什么地方有问题






Bowclad 发表于 2022-9-7 20:55

ppl系数

朝生 发表于 2022-9-8 10:32

有外部时钟吗?试试外部时钟是否有这个问题。

csaaa 发表于 2023-3-11 13:09

我也遇到了。楼主是不是放弃了?感觉这芯片推幻彩没戏啊。主频能到48才够。不知道怎样才能超频

阿源玩电子 发表于 2024-7-18 14:55

和IO口的翻转速度有关系吧,10MHZ

阿源玩电子 发表于 2024-7-20 11:48

我找到问题了,固件库函数有问题,直接操作寄存器是可以点灯的
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查看完整版本: HK32F030M 工作频率不对