liguanghui 发表于 2023-11-3 20:08:03

ADS1256的STM32代码驱动

ADS1256驱动代码需要注意的几点:http://data:image/png;base64,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
1、SPI的通信时钟的周期(在30Ksps的转换速率下计算所得)必须在(0.52us----0.3ms之间)
http://data:image/png;base64,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
2、SPI通信时钟的SCLK的高电平和低电平的持续时间必须满足200ns以上
http://data:image/png;base64,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
3、在RDATA指令下发完毕之后,需要等待6.5us以上,才能从ADS1256中读取采集的数据
http://data:image/png;base64,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
4、对于STM32来讲,要在SCLK的上升沿发送数据到DIN引脚,这样才能保证ADS1256的SCLK在下降沿接收到
   要在SCLK的下降沿接收来自DOUT引脚的数据,因为ADS1256的SCLK在上升沿对外发出的
5、ADS1256的初始化流程如下
   在DRDY为低的情况下,开始向ADS1256中写入数据
    5.1、首先初始化STATUS状态寄存器(用来确定是否需要开启缓冲)
    5.2、初始化AD控制寄存器(用来决定放大增益)
    5.3、初始化速率寄存器(更改A/D转换速率)
    5.4、初始化I/O端口寄存器
    在初始化完成之后,接下来将进行读取操作
    5.5、首先更改MUX通道寄存器,选择合适的通道(在DRDY为低的情况下,向ADS1256中MUX通道寄存器中写入数据)
    然后延时2us,随后将CS片选信号拉低(对于硬件SPI实现驱动来讲至关重要)
   5.6、随后向ADS125下发指令SYNC,WAKEUP,RDATA
   此时需要延迟至少6.5us后,才能读取数据
   5.7、读取数据;
6、对于模块中存在RST和SYNC引脚的模块,这两个引脚需要拉高至3.3V
详细的电路连接图如图所示
ADS1256    -----STM32F407
    DRDY-----------PD3
    RST    -----------PD4
    SYNC ----------- PD5
    SCLK-------------PB3
    DOUT------------PB4
    DIN--------------PB5
    CS----------------PB6


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