sky南城 发表于 2021-2-8 20:23:47

关于AD7606的电压实时采集和峰峰值显示

我是一个纯小白,自学STM32两个多月,,想请教硬汉兄一个AD7606的问题,我在硬件设计的时候AD7606的原理图是参照安富莱的原理图画的,然后程序利用安富莱7606的例程也能初步实现了电压值的实时采集,用探针测量电压也能正确的测量到电压值,我的项目是需要做一个能够实时测量电压又能根据测量一段时间电压计算出峰峰值,搜索资料了解到示波器项目里面由峰峰值的计算,但是示波器例程里面是用的片内AD,我对于示波器demo的理解是,用DMA传输的方式,将采集的电压值存到ADC1ConvertedValue数组里面,然后将数组里的值赋给g_DSO2->usWaveBufTemp,最后赋给g_DSO2->usWaveBuf做计算,但是我在AD7606里的程序只找到读取AD值的void AD7606_ReadNowAdc(void)程序,如下图,
data:image/png;base64,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
但是这个程序的意思是读取每个通道当前最新的AD值对吗?那么如何将存储到FIFO里的值赋给另一个数组,进行峰峰值计算呢?我尝试把写到fifo里面的数值进行计算,但是始终不成功。我该如何把某个通道比如V1里的数组存储起来然后赋值给g_DSO2->usWaveBuf然后进行计算呢?然后我还有好多其他的问题,我汇总一一列出来了。希望得到硬汉兄和其他大佬的帮助。

1、关于变量定义
我在示波器demo里面看到的峰峰值等变量是定义成32位float浮点型数,但是在我的工程里,编译会报错,显示float32_t未定义,是缺少什么库文件吗?
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

2、AD采集相关的问题
AD7606_ReadNowAdc函数,是关于8个通道的ad值最新当前数值吗?为什么8个通道都是从AD7606_RESULT()这一个FSMC总线地址赋值呢?意思是这个sNowAdc[]里面的数据都是实时更新,显示的是最新的当前数据对吗?
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

3、关于FIFO存储的问题
由于要对批量数据进行峰峰值计算,所以一直想找到FIFO存储的数据在哪,如果我要像示波器demo里那样找到ADC1ConvertedValue的值,是不是在利用.AD7606_ReadFifo函数给g_DSO2->usWaveBuf赋值就行呀?
data:image/png;base64,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

4、程序请教
我同样定义了一个g_DSO2->usWaveBuf用于我自己AD7606里来计算峰峰值,但是给他赋值的时候一直找不到应该怎样给他赋值。

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sky南城 发表于 2021-2-8 20:25:41

我的图都没了。。

sky南城 发表于 2021-2-9 00:43:14

或者硬汉哥能不能简单讲讲AD7606在FIFO工作模式下,如何像示波器demo那样调取一定数量的AD值进行数据计算呢?比如峰峰值,能量值计算等等。示波器demo那块太抽象了,没能搞明白对应7606例程里面FIFO模式下具体怎么操作存储的数据。我现在就想尝试着实现实时采集的同时能够显示出一段时间的电压峰峰值和能量值。希望能得到指导,非常感谢!

eric2013 发表于 2021-2-9 08:23:07

这个可以看我新作的教程,针对HAL库的,有DMA双缓冲方式,实时采集读取的,也有定时器触发中断方式的。都适合你的应用,你可以先看看。

http://www.armbbs.cn/forum.php?m ... 3255&extra=page%3D1

sky南城 发表于 2021-2-9 11:24:50

好的,我这就看看!非常感谢
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查看完整版本: 关于AD7606的电压实时采集和峰峰值显示