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John Swenson tutoring paper: "Considerations regarding usage of external reference clocks" (EtherREGEN and other): Sine vs. square, impedance, cables—and a money saving surprise at the end.


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Total noise = PM noise from total accumulated AM noise + PM noise from clock + PM noise from connection impedances

 

For a square wave, TN = 0 + PM noise from clock + PM noise from connection impedances

For a sine wave without filter, TN = PM noise from total accumulated AM noise + PM noise from clock + 0

For a sine wave and filter, TN = 0 + PM noise from clock + 0

 

Is the above summary correct?

 

In a nutshell, would it be fair to say then that using the filter makes the Sine wave clock work as well as the best square wave this particular sine wave clock can ever be? 

 

Separate questions - when using the filter gives a reduction in AM noise in the region of 0-70db, would using 2 filters further reduce the AM noise to 0-140db and make the drop after 11MHz steeper? 

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56 minutes ago, LowMidHigh said:

 

That's from the bottom of the white paper:

 

"Just remember that the best possible result is still going to be using a square wave clock box with a REALLY good sine to square convertor, everything being just right inside the box—and you use a really low-attenuation-with-frequency cable."


I get that the best would be a well made square wave clock with good cables. Having experienced it, it’s really special when the clock setup is working well.

 

I’m trying to consider what a sine wave clock on a low pass filter would be like - would it be the same as the same sine wave clock with a square converter done properly along with impedance matched connectors.
 

 

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  • 3 months later...

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