Re: [time-nuts] Allan variance Vs Plain Old Accuracy

2008-02-25 Thread Angus
On Thu, 14 Feb 2008 11:00:32 -, you wrote:

Hi All,

This comment is bound to get you all going.

Maybe I'm being stupid, but why does everyone use Allan Variance and not
plan old accuracy?

I am very familiar with David Allan's full article on Allan Variance.
However Allan Variance isn't the same as accuracy.

Accuracy is what is important to most people.  And that's not RMS but peak
to peak, e.g worse case.  And not averaged over 24 hours but averaged over 1
second or less.

Something I rather miss is some good old phase or frequency plots -
especially if done at different timescales - which seem to be becoming
rather less common now. 
As well as having a plot of ADEV or its relations, seeing what the
reference is doing and when is useful, and most ADEV plots using so
few values of tau does not help.

Angus.


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Re: [time-nuts] Allan variance Vs Plain Old Accuracy

2008-02-25 Thread Tom Van Baak
 Something I rather miss is some good old phase or frequency plots -
 especially if done at different timescales - which seem to be becoming
 rather less common now. 
 As well as having a plot of ADEV or its relations, seeing what the
 reference is doing and when is useful, and most ADEV plots using so
 few values of tau does not help.
 
 Angus.

Angus,

I agree with you. Each representation has its merits and a
combination of several is often necessary to tell the whole
story. One feature (problem?) of ADEV is that it's a statistic
and so some anomalies, clearly revealed in the phase or
frequency domain, are hidden in the statistics. On the other
hand, the ability of ADEV to resolve noise types, gives it a
greater power than linear strip charts.

A recent example of using all three graph types is here:
http://www.leapsecond.com/pages/8607-drift/

On your comment about too few values of tau -- since adev
is calculated by software tools these days, there is less reason
to use only a few tau per decade. What I and others sometimes
use is all tau or many tau where the tools calculate as many
tau as necessary so that the plot is as close to a continuous,
non-interpolated line as possible. For a well-behaved oscillator
this is overkill (see above example) since all the points land on
the line anyway, but for oscillators with any sort of periodic
frequency modulation (e.g., an OCXO with bad tempco), the
many tau method turns an adev plot into a sort of spectral plot.

A cute example of the power of a many tau adev plot is here:
http://www.leapsecond.com/museum/earth/

This is a free adev tool that calculates as many tau as you like:
http://www.leapsecond.com/tools/adev1.htm

/tvb


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Re: [time-nuts] Allan variance Vs Plain Old Accuracy

2008-02-14 Thread Jack Hudler
Steady boys and girls... 

This discussion would be fun however, I get the feeling it would only supply
a marketing department with more copy.




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Re: [time-nuts] Allan variance Vs Plain Old Accuracy

2008-02-14 Thread Jeremy Bennington
Martyn,

The stability of timing systems depends on both the type of fundamental
noise processes in a timing distribution system and how the various
processes spectrally combined through processes that shape noise such as
clock servo loops and measurements system. Consider the noise processes
of an oscillator which is a fundamental building block. Oscillator noise
can be modeled effectively as a sum of power-law noise processes. Power
law noise has a fixed slope when observed on a log-log spectral plot.
When the slope is zero, the nose is simply white noise. White noise is
well behaved statistically and we can describe stability using
strait-forward concepts like standard-deviation or variance. 

Unfortunately oscillators exhibit other power-law noise that is not well
behaved. For example, flicker noise (1/f) is a non-stationary divergent
process. One cannot associate a simple standard-deviation or variance
metric to a flicker noise process. Allan variance metrics address this
issue by providing a theoretically sound means of extracting and
estimate of the type of power-law noise processes present as well as the
intensity. On a log-log Allan Variance plot, the type of noise is
identified by the slope in the region the noise dominates. The intensity
of the noise is identified by the position of the line.  

Allan variance is not a single metric but rather a family of metrics.
New members of the family have been adopted over the years to address
new modeling needs.  Including TVAR, TDEV, MTIE and minTDEV.   

minTDEV might be interesting for many people on this list since it is
used to measure stability of sync in a packet network !!

Let me know if that helps,

-Jeremy B.

PS.  What products did your friend test :-)

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Today's Topics:

   1. Re: gps timing antennas (WB6BNQ)
   2. Z3801A schematics? ([EMAIL PROTECTED])
   3. Re: gps timing antennas (Brian Kirby)
   4. Re: Trimble Thunderbolt Rs-232 Levels (Didier Juges)
   5. Re: gps timing antennas (Didier Juges)
   6. Re: GPS Locked and Unlocked Performance Comparison (Didier Juges)
   7. Allan variance Vs Plain Old Accuracy (Martyn Smith)
   8. Re: GPS Locked and Unlocked Performance Comparison (Luis Cupido)


--

Message: 1
Date: Wed, 13 Feb 2008 18:57:46 -0800
From: WB6BNQ [EMAIL PROTECTED]
Subject: Re: [time-nuts] gps timing antennas
To: Discussion of precise time and frequency measurement
time-nuts@febo.com
Message-ID: [EMAIL PROTECTED]
Content-Type: text/plain; charset=us-ascii

Hi Brian,

Have you ever published your efforts with making the choke ring out of
pie plates ?  If so do you have that available with, hopefully,
pictures, deminsions and so forth ?  I have one of the Timing 2000
antennas.  Did you use the choke ring pie plate with it ?

thanks,

73BillWB6BNQ

Brian Kirby wrote:

 The Motorola Timing 2000 and 3000 antennas are patch antennas.  They 
 have a pointed radome.  The have very little ground plane, which 
 reduces reception near the ground, which is desirable because of
multipath
 effects.They also have quite a bit of filtering, so transmitting
 antennas near the units, will not affect them.

 If you are not having a problem with multipath, a regular patch type 
 antenna probally from anybody should work well.

 If you are having multipath problems a timing antenna should help or a

 choke ring assembly should help.  I have built choke rings out of pie 
 plates, and Dr. Tom Clark made a basic choke assembly using a common 
 electric junction box.

 I had problems with multipath because of mountains about 3/5 around my

 location.  I changed the look angles so my receivers only receive 
 above 20 degrees above the horizon and I use timing antennas now.

 Brian KD4FM

 Matt Ettus wrote:
  Is there really anything in particular which is different about the 
  antenna requirements of timing receivers as compared to ordinary 
  high-quality receivers?  The timing antennas seem to be in pointy 
  radomes, so that tells me they are probably quad-helixes rather than

  patch antennas.  How is that advantageous for timing in particular?
 
  Thanks,
  Matt
 
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Re: [time-nuts] Allan variance Vs Plain Old Accuracy

2008-02-14 Thread Mike S
At 06:00 AM 2/14/2008, Martyn Smith wrote...
I have an article on my web site

You might want to proof read that again. very gone Allan variance, 
and there's more.

where I compare a OXCO based unit versus my rubidium's unit.

Please explain how a counter resolves to .0003 cycles in a one second 
gate. A counter, well, counts. Counting involves natural numbers. Also, 
please tell us what time base was used on this unspecified counter 
for these measurements.


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Re: [time-nuts] Allan variance Vs Plain Old Accuracy

2008-02-14 Thread Richard (Rick) Karlquist
Modern counters have interpolators (now called time to
digital converters) that can measure
fractions of a cycle.  Even the old Agilent 53132,
designed 15 years ago, measures any frequency to 12
significant figures in one second.  For example, it will display
10 MHz to .1 Hz using a 1 second gate time.

Rick Karlquist N6RK


Mike S wrote:
 At 06:00 AM 2/14/2008, Martyn Smith wrote...
 I have an article on my web site
 
 You might want to proof read that again. very gone Allan variance, 
 and there's more.
 
 where I compare a OXCO based unit versus my rubidium's unit.
 
 Please explain how a counter resolves to .0003 cycles in a one second 
 gate. A counter, well, counts. Counting involves natural numbers. Also, 
 please tell us what time base was used on this unspecified counter 
 for these measurements.
 
 
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Re: [time-nuts] Allan variance Vs Plain Old Accuracy

2008-02-14 Thread Pete
Martyn,

I think you're comparing apples to oranges by mixing short term stability
of a 10MHz source with long term stability of a time reference, since
different processes are responsible for the observed variances.

Your data suggests that the OXCO device you've characterized is orders
of magnitude worse than the most recent devices Tom Van Baak posted
data for. Am I missing something here?

Pete Rawson

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Re: [time-nuts] Allan variance Vs Plain Old Accuracy

2008-02-14 Thread Mike S
At 10:56 AM 2/14/2008, Richard (Rick) Karlquist wrote...
Modern counters have interpolators (now called time to digital 
converters) that can measure fractions of a cycle.

It appears he used an SRS620, which despite being called a counter, 
really measures a time interval, and then computes the frequency. 
Counter is a misnomer.

I was just tweaking him a bit for giving conclusions based on 
measurements from an unstated instrument with an unstated timebase. 


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