密码忘了 发表于 2018-5-24 21:07:35

STM32的ADC输入小于60mV 左右的时候,始终得到0。

本帖最后由 密码忘了 于 2018-6-7 08:53 编辑


上面是电路图,我想用STM32的内部ADC采集经过AD8226放大的电桥差分信号,但是当AD8226输出小于60mV的时候读取的ADC数据始终为0。
我修改过采样时间,加到最大还不好使。有大佬们知道为什么吗?

data:image/png;base64,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:image/png;base64,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



MrJiu 发表于 2018-5-25 09:49:30

你的图好像传失败了!!!

wenyangzeng 发表于 2018-5-25 10:04:28

本帖最后由 wenyangzeng 于 2018-5-25 10:08 编辑

看不到原理图。
STM32不是全部系列都有差分ADC,楼主应该优先选用L4系列

密码忘了 发表于 2018-6-7 08:54:06

wenyangzeng 发表于 2018-5-25 10:04
看不到原理图。
STM32不是全部系列都有差分ADC,楼主应该优先选用L4系列

我知道问题了,原来是ADC没有校准。。。。。。。。

电子星辰 发表于 2018-6-8 17:18:19

ADC没有校准还会产生这样的问题,还好我校准了两遍

lovewjl 发表于 2018-6-30 16:29:23

我也遇到同样的问题,
50mV以下,ADC值都为0,
请问怎么校准?

zts329547875 发表于 2019-8-19 16:33:44

基准电压没有写对把

generalcircuits 发表于 2019-8-19 16:57:04

哦哦,问题出在ADC没有校准呀
页: [1]
查看完整版本: STM32的ADC输入小于60mV 左右的时候,始终得到0。