Junxian 发表于 2023-7-15 18:46:56

STM32H7的实时滤波问题

大佬们好,最近在做数字信号处理,我想请问一下为什么我用ADC采样得到的波形然后经过FFT变换,为什么每次的幅频特性都不一样呢?data:image/png;base64,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中间还有若干次根本显示不出幅频特性

Junxian 发表于 2023-7-15 18:47:39

是不是需要加窗呢?

eric2013 发表于 2023-7-16 10:23:27

Junxian 发表于 2023-7-15 18:47
是不是需要加窗呢?

是周期性波形吗,周期性波形的幅频特性才比较统一。

Junxian 发表于 2023-7-16 16:37:29

eric2013 发表于 2023-7-16 10:23
是周期性波形吗,周期性波形的幅频特性才比较统一。

现在这个问题已经解决了,现在新的问题又来了,我发现我的H7B0测到的ADC数值居然比信号发生器得数值整整大0.2V,这让我非常的无语,请问硬汉大佬,这又是为什么呢
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