huhuhuhu 发表于 2019-7-31 17:24:06

求助STM32L162的spi问题

求助:STM32L162与ADS8320进行16位的数据转换,fAHB = 16M, IO口方式,CS、DCLOCK速率设置:GPIO_SPEED_FREQ_VERY_HIGH 读取采样频率只能达到11K。ADS8320的频率可达100KHZ。采用SPI方式读取,ADS8320时序图:
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
请问如何连续时钟下,读取16位数据,SPI的CS置0后,发送的数据只能是8位或者16位,并且发数据时钟才开始震荡。如何读取ADS的转换数据?

huhuhuhu 发表于 2019-7-31 17:24:31

:):):):)

butterflyspring 发表于 2019-8-12 16:14:18

IO口的方式由于软件参与执行,所以操作速度较慢。 利用SPI是一个很好的选择。SPI做主全双工是要发数据才能同时读回来。当然如果用只读的方式就不需要发数据了。利用DMA可以加快速度。个人认为8位16位只要RAM区设置好,取数据注意排列就可以了。至于SPI怎么用,参考官方软件库,推荐CUBE的,比较简单容易上手:)
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查看完整版本: 求助STM32L162的spi问题