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How to capture the instantaneous waveform with an oscilloscope and automatically lock it? [Copy link]

 

Two questions

: 1. The waveform of the electrochemical test paper reaction is often instantaneous, and it may disappear after a few hundred us. How to capture such instantaneous waveforms with an oscilloscope and automatically latch them?


2. Some ICs or MCUs can output sine waves! Sine waves are very meaningful for measuring bioimpedance? Why not use square waves, triangle waves, or sawtooth waves? What are the advantages of sine waves in these applications?

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I'm telling you about that article. If you read it carefully you should be able to understand it. All square waves and triangle waves can be understood as a combination of sine waves of different frequencies. For example, a 1KHz sine wave is a 1KHz sine wave. The 1KHz square wave and triangle wave are formed by combining a 1KHz sine wave and multiple harmonics. The three pictures above are the spectrum distribution of different waveforms. So the sine wave is a single frequency with few harmonics.   Details Published on 2020-9-9 20:11
 
 

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I think it is because the sine signal has a single frequency, which is convenient for calculation.

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Single frequency? Can't other waveforms also have single frequency? Are you talking about 50HZ?  Details Published on 2020-9-7 18:43
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Sine waves have fewer harmonics, making signal processing easier

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Why does a sine wave have fewer harmonics?  Details Published on 2020-9-7 18:44
 
 
 

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littleshrimp posted on 2020-9-5 06:30 I think it is because the sine signal has a single frequency, which is convenient for calculation

Single frequency? Can't other waveforms also have single frequency? Are you talking about 50HZ?

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Square wave triangle wave you do FFT look at the spectrum will know  Details Published on 2020-9-7 18:58
 
 
 

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dcexpert posted on 2020-9-5 13:48 Sine waves have fewer harmonics, making signal processing easier

Why does a sine wave have fewer harmonics?

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I recommend you an article from NetEase, you can find it by searching Baidu  Details Published on 2020-9-7 19:37
 
 
 

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QWE4562009 posted on 2020-9-7 18:43 Single frequency? Then can't other waveforms also achieve single frequency? Are you talking about 50HZ?

Square wave triangle wave you do FFT look at the spectrum will know

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How do I know about Fourier transformation?   Details Published on 2020-9-8 18:43
 
 
 

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QWE4562009 posted on 2020-9-7 18:44 Why does a sine wave have fewer harmonics? Moderator

I recommend you an article from NetEase. You can find it by searching Baidu <What is the magic of the sine function? Learn about the spectrum!>

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littleshrimp posted on 2020-9-7 18:58 You can tell the square wave and triangle wave by looking at the spectrum by doing FFT

How do I know about Fourier transformation?

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[attachimg]499462[/attachimg] [attachimg]499463[/attachimg] [attachimg]499464[/attachimg]   Details Published on 2020-9-8 19:48
 
 
 

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QWE4562009 posted on 2020-9-8 18:43 How do I know about Fourier transformation?

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Did it change step by step?  Details Published on 2020-9-9 18:24
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littleshrimp posted on 2020-9-8 19:48 QWE4562009 posted on 2020-9-8 18:43 Fourier change How do I know this...

Did it change step by step?

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I'm talking to you about that article. If you read it carefully, you should be able to understand it. All square waves and triangle waves can be understood as a combination of sine waves of different frequencies. For example, a 1KHz sine wave is a 1KHz sine wave, and a 1KHz square wave and triangle wave are a combination of a 1KHz sine wave and multiple harmonics.  Details Published on 2020-9-9 20:11
 
 
 

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QWE4562009 posted on 2020-9-9 18:24 Did it change step by step?

I'm telling you about that article. If you read it carefully you should be able to understand it.

All square waves and triangle waves can be understood as a combination of sine waves of different frequencies.

For example, a 1KHz sine wave is a 1KHz sine wave.

The 1KHz square wave and triangle wave are formed by combining a 1KHz sine wave and multiple harmonics.

The three pictures above are the spectrum distribution of different waveforms.

So the sine wave is a single frequency with few harmonics.

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