Re: [time-nuts] Timepod Phase Noise Measurements and 3 corner hat

2015-08-30 Thread Bruce Griffiths
On Sunday, August 30, 2015 05:06:38 PM James Flynn wrote:
 Martyn Smith martyn@... writes:
  MEASUREMENT TECHNIQUE
  
  We have three sources close in frequency (within 1 x 10E-8 of each
 
 other).
 
  Two sources are connected to the Ch0 and Ch 2 inputs of the 
timepod, the
  unit under test to the ref input.
  
  According to John, the result will be the actual phase noise of the ref
  input, even if it is lower than the two other sources.
  
  No further calculations need to be made.
 
 The is a publication by the NPL that talks about a similar technique, but
 comes to a somewhat different conclusion.
 
 http://publications.npl.co.uk/npl_web/pdf/mgpg68.pdf
 
 Bottom line: it holds that the phase noise of all three sources can be
 determined if they are taken two at a time; one as ref and the other as
 the DUT.
 
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How can one have any faith in a paper that cant even get the 
fundamentals of resistor noise correct?
It also perpetuates the myth that Ulrich Rodhe cofounded Rodhe and 
Schwarz.
Lothar Rodhe (Ulrich's father I believe) cofounded Rodhe and Schwarz.

Bruce
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Re: [time-nuts] Timepod Phase Noise Measurements and 3 corner hat

2015-08-30 Thread John Miles
 The is a publication by the NPL that talks about a similar technique, but
 comes to a somewhat different conclusion.
 
 http://publications.npl.co.uk/npl_web/pdf/mgpg68.pdf
 
 Bottom line: it holds that the phase noise of all three sources can be
 determined if they are taken two at a time; one as ref and the other as
 the DUT.

Yes, that's the three-cornered hat technique.  The document is a bit dated in 
that respect -- it was published in 2004, just as Timing Solutions was starting 
to work on cross-correlated direct digital measurements.  

The dual-reference method always converges on the DUT noise if set up properly, 
but it doesn't give you any insight into the two independent sources being used 
as references.  You have to swap the DUT with each of the references and repeat 
the measurement if you want to characterize all three sources, while the 
N-cornered hat returns separated variances for all sources at once (at least 
ideally.)

-- john, KE5FX
Miles Design LLC


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Re: [time-nuts] Timepod Phase Noise Measurements and 3 corner hat

2015-08-30 Thread Magnus Danielson

John,

On 08/31/2015 12:37 AM, John Miles wrote:

The is a publication by the NPL that talks about a similar technique, but
comes to a somewhat different conclusion.

http://publications.npl.co.uk/npl_web/pdf/mgpg68.pdf

Bottom line: it holds that the phase noise of all three sources can be
determined if they are taken two at a time; one as ref and the other as
the DUT.


Yes, that's the three-cornered hat technique.  The document is a bit dated in 
that respect -- it was published in 2004, just as Timing Solutions was starting 
to work on cross-correlated direct digital measurements.

The dual-reference method always converges on the DUT noise if set up properly, 
but it doesn't give you any insight into the two independent sources being used 
as references.  You have to swap the DUT with each of the references and repeat 
the measurement if you want to characterize all three sources, while the 
N-cornered hat returns separated variances for all sources at once (at least 
ideally.)


Indeed.

On that note, did you look more closely on the NIST analysis of 
cross-correlation and a possible cancellation and thus overly optimistic 
results? Did it have any consequence on your code? What did you take 
away from it?


Cheers,
Magnus
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Re: [time-nuts] Timepod Phase Noise Measurements and 3 corner hat

2015-08-30 Thread John Miles
 On that note, did you look more closely on the NIST analysis of
 cross-correlation and a possible cancellation and thus overly optimistic
 results? Did it have any consequence on your code? What did you take
 away from it?

Yes, you can definitely get divots in the PN trace, especially in multiple-hour 
runs needed to reach very low noise levels.  I've seen that on occasion when 
making measurements with independent downconverters.  If the DUT signal 
experiences significant phase shift in one downconverter path relative to the 
other, I imagine that's a good way to provoke this behavior.  

Fortunately I haven't run into any instances of the worst-case scenario 
described in the Nelson paper, where the whole noise floor collapses without 
any exhibiting any other weird artifacts.  The phenomenon is certainly worth 
keeping in mind but most people are not going to run into it, especially with 
the Ch0 and Ch2 jumpers in place.  

-- john, KE5FX
Miles Design LLC


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Re: [time-nuts] Timepod Phase Noise Measurements and 3 corner hat

2015-08-30 Thread Magnus Danielson

Hi John,

On 08/31/2015 05:12 AM, John Miles wrote:

On that note, did you look more closely on the NIST analysis of
cross-correlation and a possible cancellation and thus overly optimistic
results? Did it have any consequence on your code? What did you take
away from it?


Yes, you can definitely get divots in the PN trace, especially in multiple-hour 
runs needed to reach very low noise levels.  I've seen that on occasion when 
making measurements with independent downconverters.  If the DUT signal 
experiences significant phase shift in one downconverter path relative to the 
other, I imagine that's a good way to provoke this behavior.

Fortunately I haven't run into any instances of the worst-case scenario 
described in the Nelson paper, where the whole noise floor collapses without 
any exhibiting any other weird artifacts.  The phenomenon is certainly worth 
keeping in mind but most people are not going to run into it, especially with 
the Ch0 and Ch2 jumpers in place.


I'm the kind of guy that keeps those jumpers off and feeding three 
signals, so that's why I am asking. :)


Cheers,
Magnus
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[time-nuts] Timepod Phase Noise Measurements and 3 corner hat

2015-08-29 Thread Martyn Smith

Hello,

HISTORY

I make GPS/GNSS  frequency standards (ultra low phase noise types) and I 
always have to prove my results to the customer.


John Miles told me how to make absolute phase noise measurements using three 
sources with the timepod.


MEASUREMENT TECHNIQUE

We have three sources close in frequency (within 1 x 10E-8 of each other).

Two sources are connected to the Ch0 and Ch 2 inputs of the timepod, the 
unit under test to the ref input.


According to John, the result will be the actual phase noise of the ref 
input, even if it is lower than the two other sources.


No further calculations need to be made.

John asked me for results.

First of all I tried three sources very close in frequency (1 x 10E-12).  I 
did measurements at bandwidths of 0.5Hz, 5 Hz and 50 Hz.


The reason I did this is because the actual two reference sources I wanted 
to use, weren't going to be exactly the same frequency, but 1 x 10E-8 apart.


My results showed me that the bandwidth made no difference to the 
measurements.


So I now made three sets of measurements with unit A, unit B and using 
references units C and D.


As they weren't exactly on frequency I chose a 50 Hz bandwidth, so the 
frequency differences didn't come into play.


So I measured unit A and unit B using the above technique.

Then I used the normal timepod technique and connected unit A to the main 
input, unit B to the ref input and recoupled the two SMA jumpers.


So I have three results, unit A's phase noise, unit B's phase noise and the 
phase noise of both unit A and B together.


RESULTS

I got the following at offsets of 1/10/100/1k/10k/100kHz:

Unit A made -112.6 / -141.3/ -160.0 / -165.4/ -166.9 / -167.1
Unit B made -113.7 / -138.9 / -160.0 / -167.2 / -168.7 / -168.9

Both together made:

-110.2 / -137.0 / -156.6 / -163.1 / -164.6 / -164.8

CHECKING RESULTS

So if we combine units A's and unit B's individual phase noise, then compare 
the combined result phase noise, is the combined result 3 dB higher, as it 
should be.


I did the maths and the combined measurements were exactly 3 dB higher 
(plus/minus 0.1 dB) except at 100 Hz offset which differed by 0.4 dB.


But 100 Hz is always difficult because I made these measurements on a 50 Hz 
system so there is always a 100 Hz spike to contend with


CONCLUSION

John Miles technique works well.  I now get immediate results of my 
frequency standards as I will always use the 3 source method of measurement 
on the timepod.


John have saved me about 10 hours a week of measurements!!!

Regards

Martyn Smith


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Re: [time-nuts] Timepod Phase Noise Measurements and 3 corner hat

2015-08-29 Thread Magnus Danielson

Martyn,

Thanks for this report. This is exactly why I invested in the time-pod 
and why I use 2 reference sources for measurements.


It would be interesting to see papers on the validation of these 
measurements.


Cheers,
Magnus

On 08/29/2015 01:54 PM, Martyn Smith wrote:

Hello,

HISTORY

I make GPS/GNSS  frequency standards (ultra low phase noise types) and I
always have to prove my results to the customer.

John Miles told me how to make absolute phase noise measurements using
three sources with the timepod.

MEASUREMENT TECHNIQUE

We have three sources close in frequency (within 1 x 10E-8 of each other).

Two sources are connected to the Ch0 and Ch 2 inputs of the timepod, the
unit under test to the ref input.

According to John, the result will be the actual phase noise of the ref
input, even if it is lower than the two other sources.

No further calculations need to be made.

John asked me for results.

First of all I tried three sources very close in frequency (1 x
10E-12).  I did measurements at bandwidths of 0.5Hz, 5 Hz and 50 Hz.

The reason I did this is because the actual two reference sources I
wanted to use, weren't going to be exactly the same frequency, but 1 x
10E-8 apart.

My results showed me that the bandwidth made no difference to the
measurements.

So I now made three sets of measurements with unit A, unit B and using
references units C and D.

As they weren't exactly on frequency I chose a 50 Hz bandwidth, so the
frequency differences didn't come into play.

So I measured unit A and unit B using the above technique.

Then I used the normal timepod technique and connected unit A to the
main input, unit B to the ref input and recoupled the two SMA jumpers.

So I have three results, unit A's phase noise, unit B's phase noise and
the phase noise of both unit A and B together.

RESULTS

I got the following at offsets of 1/10/100/1k/10k/100kHz:

Unit A made -112.6 / -141.3/ -160.0 / -165.4/ -166.9 / -167.1
Unit B made -113.7 / -138.9 / -160.0 / -167.2 / -168.7 / -168.9

Both together made:

-110.2 / -137.0 / -156.6 / -163.1 / -164.6 / -164.8

CHECKING RESULTS

So if we combine units A's and unit B's individual phase noise, then
compare the combined result phase noise, is the combined result 3 dB
higher, as it should be.

I did the maths and the combined measurements were exactly 3 dB higher
(plus/minus 0.1 dB) except at 100 Hz offset which differed by 0.4 dB.

But 100 Hz is always difficult because I made these measurements on a 50
Hz system so there is always a 100 Hz spike to contend with

CONCLUSION

John Miles technique works well.  I now get immediate results of my
frequency standards as I will always use the 3 source method of
measurement on the timepod.

John have saved me about 10 hours a week of measurements!!!

Regards

Martyn Smith


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