waiman-156411 发表于 2017-3-24 16:19:10

STM32F103 APB1和APB2的总线频率,会影响芯片的执行效率吗?

STM32F103 APB1和APB2的总线频率,会影响芯片的执行效率吗?
CPU核心和HCLK的频率相同,跑64MHz
但APB1和APB2各用4分频,只跑16MHz

那么,在APB1总线的上高速接口,例如USB , CAN这些,在数据交换的时候,会受到APB1总线频率的下降,而降低传输速率吗?

如下图的频率设置
data:image/png;base64,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

斜阳__ 发表于 2017-3-24 21:09:03

总线频率下降最直接的影响时数据传输速度变慢。当然影响性能

waiman-156411 发表于 2017-3-25 22:50:27

如果用DMA来处理数据的传输,是不是就可以忽略这种影响了?
因为在等待数据传输的过程,CPU可以处理其他事情。

Angel_YY 发表于 2018-3-20 17:34:52

降低总线频率不会影响CPU本身的运行效率,但是会影响CPU与总线上挂接的外设进行通讯的速率,让然如果通讯速率一直都很低,没有达到总线的瓶颈,也不会有什么影响。
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查看完整版本: STM32F103 APB1和APB2的总线频率,会影响芯片的执行效率吗?