Re: [time-nuts] Phase, One edge or two? (was Digital mixing with a D Flip Flop)

2014-11-26 Thread pablo alvarez
>  ...The problem is that this decoded data clock is locked to the incoming
> data by means of a PFD in the Spartan6/Virtex6 GTP. The PFD normaly only
> looks at rising edges, so any change in the clock duty cycle will translate
> in a phase change in the falling edge and not in the rising edge. I am not
> sure this is really the case, but we certainly had this discussion at the
> time, but I don't remember if there was any real measurement made.
>

Well, I don't like correcting myself but this is not right. The PFD is only
used in the TX path. In the RX path the clock is decoded using CDR using a
VCO which operates at the 1.25Gb/s and then is divided down to 125, so the
duty cycle problem is not really a big issue here. In any case it is the
typical bug one tries to avoid when doing precise timing. Notice that in
this case it would not have been a good idea to sample with the system
clock falling edge to increase the performance.

pablo




>
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Re: [time-nuts] Phase, One edge or two? (was Digital mixing with a D Flip Flop)

2014-11-26 Thread pablo alvarez
Hi Warren,

I arrive a bit late to this discussion, but I hope I can help. I guess the
reason for using only one edge is based on the fact that WR is originally
designed to measure the phase between a decoded data clock and a system
clock. The problem is that this decoded data clock is locked to the
incoming data by means of a PFD in the Spartan6/Virtex6 GTP. The PFD
normaly only looks at rising edges, so any change in the clock duty cycle
will translate in a phase change in the falling edge and not in the rising
edge. I am not sure this is really the case, but we certainly had this
discussion at the time, but I don't remember if there was any real
measurement made.

Cheers,

Pablo
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Re: [time-nuts] Phase, One edge or two? (was Digital mixing with a D Flip Flop)

2014-10-23 Thread Bob Camp
Hi

Back in the early days of ADEV, the standard HP gear had a 60 KHz bandwidth. 
The question that came up *every* FCS and PTTI was “why does it change with 
bandwidth / should we spec the bandwidth?”. This went on for at least 15 years 
before anybody really came up with a “use a narrow bandwidth” answer. 

Bob

> On Oct 23, 2014, at 5:40 PM, Magnus Danielson  
> wrote:
> 
> Depends on what dominant noises you try to measure. Phase white and phase 
> flicker noise depends on bandwidth, and averaging provides filtering effects 
> that effect those.
> 
> Filtering will also effect systematic signals, but you should never use ADEV 
> for such noises, it's a bad estimator for them.
> 
> Cheers,
> Magnus
> 
> On 10/23/2014 02:42 AM, Bob Camp wrote:
>> Hi
>> 
>> The more you “curve fit” or “average” the more you are filtering the data. 
>> Filtering does indeed impact the ADEV both at short tau’s and longer tau’s. 
>> You need to be very careful if you filter or you will mess up the data.
>> 
>> Bob
>> 
>>> On Oct 22, 2014, at 7:42 PM, Didier Juges  wrote:
>>> 
>>> Even more effective would be to sample the entire 10MHz waveform instead of 
>>> just the zero crossing. By doing a best fit of the entire waveform, you 
>>> should be able to estimate the zero crossing with much greater precision 
>>> because now the noise is averaged over the entire waveform instead of a 
>>> single point at the zero crossing.
>>> 
>>> I wish my signal processing were better than they are and that I had some 
>>> time to evaluate that.
>>> 
>>> Didier KO4BB
>>> 
>>> 
>>> On October 22, 2014 1:09:11 PM CDT, WarrenS via time-nuts 
>>>  wrote:
 
 
 The recent  discussions about the simple digital mixer got me thinking
 about
 the performance vs. complexity trade offs when measuring accurate, high
 resolution, phase drift differences between two oscillators.
 It would seem to me, that using both the positive and negative slope
 edges
 of the high freq sinewave signal is a better way to go.
 Is using just one edge, acceptable for a 'state of the art' Phase drift
 measurements?
 
 I am not suggesting  the KISS approach is the wrong solution for Simon.
 I am questioning if the paper posted, is the best way for CERN to make
 a
 state of the art femtosecond DDMDT?
 
 Here is an extreme example of throwing away useful data for the sake of
 simplicity:
 When measuring phase drift of a 10 MHz osc using just a 1PPS signal,
 19,999,999 other possible data points are being discarded.
 Using all possible data points could decrease the noise floor
 considerably.
 (by ~5,000 to 1)
 
 ws
 
>> 
 ---
>> Tom Posted
>> Re: [time-nuts] Digital Mixing with a BeagleBone Black and D Flip
>> Hi Simon,
>> 
>> Some additional info. I first heard about the D-FF method of
 frequency
>> comparison in the late 90's (from Rick Hambly, I think) on the old
 gps
>> mailing list. It sounded really interesting. Since then, the subject
 has
>> turned up every few years on this list. But each time, the topic
 seems to
>> go away quietly with little or no data, plots or explanation. In
>> addition, none of the commercial products I've taken apart appear to
 use
>> this approach. Hmm. So that begs the question -- what's really going
 on,
>> and why.
>> 
>> I'm enjoying this thread because you've shown both technical
 competence
>> and optimistic persistence. Perhaps once and for all, with your
 efforts,
>> we can settle this matter. You will either find a working
 combination
>> with excellent performance, or you will uncover enough uncontrolled
>> variables that you never want to try it again. Either way, we all
 learn a
>> lot. Keep the photos, data, and plots coming.
>> 
>> Thanks,
>> /tvb
>> --
>> Re: [time-nuts] Digital Mixing with a BeagleBone Black and D Flip
 Flop
> 
>> Bruce posted
>> 
 http://trs-new.jpl.nasa.gov/dspace/bitstream/2014/36903/1/01-2617.pdf
>> 
>> among other things illustrates a modified approach to the offset
>> generator by replacing the intermediate phase locked VCXO with a
 bandpass
>> filter.
>> 
>> --
> Re: [time-nuts] Digital Mixing with a BeagleBone Black and D Flip
 Flop
> Simon posted   www.ee.ucl.ac.uk/lcs/previous/LCS2011/LCS1136.pdf ...
> The idea is based on the following article which describes creating a
> digital DMTD with an FPGA for clocks @ 125mhz:  >
 
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Re: [time-nuts] Phase, One edge or two? (was Digital mixing with a D Flip Flop)

2014-10-23 Thread Magnus Danielson
Depends on what dominant noises you try to measure. Phase white and 
phase flicker noise depends on bandwidth, and averaging provides 
filtering effects that effect those.


Filtering will also effect systematic signals, but you should never use 
ADEV for such noises, it's a bad estimator for them.


Cheers,
Magnus

On 10/23/2014 02:42 AM, Bob Camp wrote:

Hi

The more you “curve fit” or “average” the more you are filtering the data. 
Filtering does indeed impact the ADEV both at short tau’s and longer tau’s. You 
need to be very careful if you filter or you will mess up the data.

Bob


On Oct 22, 2014, at 7:42 PM, Didier Juges  wrote:

Even more effective would be to sample the entire 10MHz waveform instead of 
just the zero crossing. By doing a best fit of the entire waveform, you should 
be able to estimate the zero crossing with much greater precision because now 
the noise is averaged over the entire waveform instead of a single point at the 
zero crossing.

I wish my signal processing were better than they are and that I had some time 
to evaluate that.

Didier KO4BB


On October 22, 2014 1:09:11 PM CDT, WarrenS via time-nuts  
wrote:



The recent  discussions about the simple digital mixer got me thinking
about
the performance vs. complexity trade offs when measuring accurate, high
resolution, phase drift differences between two oscillators.
It would seem to me, that using both the positive and negative slope
edges
of the high freq sinewave signal is a better way to go.
Is using just one edge, acceptable for a 'state of the art' Phase drift
measurements?

I am not suggesting  the KISS approach is the wrong solution for Simon.
I am questioning if the paper posted, is the best way for CERN to make
a
state of the art femtosecond DDMDT?

Here is an extreme example of throwing away useful data for the sake of
simplicity:
When measuring phase drift of a 10 MHz osc using just a 1PPS signal,
19,999,999 other possible data points are being discarded.
Using all possible data points could decrease the noise floor
considerably.
(by ~5,000 to 1)

ws




---

Tom Posted
Re: [time-nuts] Digital Mixing with a BeagleBone Black and D Flip
Hi Simon,

Some additional info. I first heard about the D-FF method of

frequency

comparison in the late 90's (from Rick Hambly, I think) on the old

gps

mailing list. It sounded really interesting. Since then, the subject

has

turned up every few years on this list. But each time, the topic

seems to

go away quietly with little or no data, plots or explanation. In
addition, none of the commercial products I've taken apart appear to

use

this approach. Hmm. So that begs the question -- what's really going

on,

and why.

I'm enjoying this thread because you've shown both technical

competence

and optimistic persistence. Perhaps once and for all, with your

efforts,

we can settle this matter. You will either find a working

combination

with excellent performance, or you will uncover enough uncontrolled
variables that you never want to try it again. Either way, we all

learn a

lot. Keep the photos, data, and plots coming.

Thanks,
/tvb
--
Re: [time-nuts] Digital Mixing with a BeagleBone Black and D Flip

Flop



Bruce posted


http://trs-new.jpl.nasa.gov/dspace/bitstream/2014/36903/1/01-2617.pdf


among other things illustrates a modified approach to the offset
generator by replacing the intermediate phase locked VCXO with a

bandpass

filter.

--

Re: [time-nuts] Digital Mixing with a BeagleBone Black and D Flip

Flop

Simon posted   www.ee.ucl.ac.uk/lcs/previous/LCS2011/LCS1136.pdf ...
The idea is based on the following article which describes creating a
digital DMTD with an FPGA for clocks @ 125mhz:  >


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Re: [time-nuts] Phase, One edge or two? (was Digital mixing with a D Flip Flop)

2014-10-23 Thread WarrenS via time-nuts

Lots of interesting responses,
but I did not see any posted that answered the original question:

"Is the CERN method described in the paper the best way to make a state of
the art femtosecond DDMDT?"
www.ee.ucl.ac.uk/lcs/previous/LCS2011/LCS1136.pdf

Restating
Assuming it is kept Digital, and not taken to the next level [analog],
by sampling more of the 10MHz waveforms than just the zero crossings.

If making a digital sampler type of tester to measure Femto second phase
differences, Is there (and should there be) a strong preference for using
one or two edges on either or both the ref and signal inputs?


Whether the second edge helps or hurts in the other cases brought up,
depends on where the signals come from and what they are being used for.

One extreme is the typical GPS timing pulse output, where the second edge
can not be used for timing.

On the other hand if a square wave signal is coming from a clean, high freq
signal that has been divide by N, then the second edge could have very
useful and needed information, such as when applied to an XOR phase
detector.

additional consideration:
Unlike a digital sampler which tend to use a single edge,
most if not all high end phase measurers I know of
averages the results at both edges of both signals.
Also anything that depends on a DMTD mixer for its operation, such as
single mixer, dual mixer, TPLL, they are all using at least both edges of 
the

signals, and depending on the degree of overdrive, they may be using a lot
more of signal that is near the zero crossing point.

ws

-


Phase, One edge or two? (was Digital mixing with a D Flip Flop)
Bob Camp posted

Looking at both zero crossings would give you a lot of information about
the duty cycle of the input waveforms. If that's what you are after -
there are easier ways to do it. If that's not what you are after, it's
just going to mess up the readings.

---


Poul-Henning Kamp Posted;
The only reason to look at both zero crossings would be to double
the frequency of the input signal to the loop (ie: 2Hz from a 1PPS
instead of a 1Hz), at the cost of adding a whole lot of noise
in the process.  Don't do it.





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Re: [time-nuts] Phase, One edge or two? (was Digital mixing with a D Flip Flop)

2014-10-23 Thread WarrenS via time-nuts


Poul said;


"If you tell me it is a sine and give me the time of two zero crossings
I can tell you everything there has or ever will be to know ..."


just to add a bit more nut picking on comment #3.
When talking about sub picosecond per second time nut type accuracy, there 
is no such thing as a pure "analog" sinewave.
so the answer becomes circular in that it takes more than two samples to 
tell exactly where the two zero crossing points are.


Even if there was a near perfect sinewave with under -120 db of bad stuff,
and the perfect sine to square wave converter with an exactally known time 
delay and no zero offset error, and a brick wall low pass cutoff,
Given just two data points, it is going to be a real challenge to calculate 
everything such as Freq, Phase, amplitude, Johnson  noise and bandwidth.
Add in the typical harmonics, sub harmonics, freq spurs, cycle to cycle 
changes, cross talk,  line noise, ADC resolution, etc,  along with a less 
than perfect signal to noise ratio,  and the number of samples needed to get 
a good enough answer is  increased even further.


Nyquist says it takes greater than two samples per cycle to be able to even 
tell if there is any higher freq content present.
These are some of the reasons I believe when starting with a signal in the 
analog world, it helps to oversample, until you can get the data into the 
pure digital world where one time-stamped sample per cycle can then give you 
the signal's freq and phase.


ws


"Poul-Henning Kamp" Posted


Just to pick a nit here:  That depends precisely on what and how
you measure.

If you measure phase, then no, you probably don't need to measure
more often than one phase difference per hour or even day, as long
as you can reliably predict (from the frequency including noise)
exactly how many periods were in that hour or day.

This is basically what timelabs do:  They measure against some radio
signal (GPS, Two-Way, etc. etc.) every so often, trusting their
stability between measurements.

If you measure frequency, you MUST measure the frequency continously
at all times without any deadtime between the measurements to get
the precise result.  The advantage is that you make *no* assumptions
about the frequency or its stability at all.


3) Every instant on a sine wave is actually a data point, not just
the zero crossing(s). So in reality there is near infinite information
available.


Sorry, but no.

If you tell me it is a sine and give me the time of two zero crossings
I can tell you everything there has or ever will be to know about any
point on that sine-wave.

Where looking at the whole curve makes sense is if it is not a
sinewave, either because it is a complex signal (Loran's 3rd crossing)
or because the sinewave is distorted in a way (ie: non-harmonic)
which can be averaged out by looking at the entire curveform
(locking onto a received radio signal.)

But for pure sine signals or good approximations, measuring the
zero crossing tells you all you can ever learn.



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Re: [time-nuts] Phase, One edge or two? (was Digital mixing with a D Flip Flop)

2014-10-23 Thread Bob Camp
Hi
> On Oct 23, 2014, at 2:01 AM, Poul-Henning Kamp  wrote:
> 
> 
> In message <9A96CAA5BA7B467D9A106EC858EA0DCE@pc52>, "Tom Van Baak" writes:
 3) Every instant on a sine wave is actually a data point, not just
 the zero crossing(s). So in reality there is near infinite information
 available.
>>> 
>>> Sorry, but no.
>>> 
>>> If you tell me it is a sine and give me the time of two zero crossings
>>> I can tell you everything there has or ever will be to know about any
>>> point on that sine-wave.
>> 
>> What about phase noise measurements?
> 
> Yes, what about it ?
> 
> The CE mark requires that you meet various EMI/EMC rules, one of which
> is in essence a phase-noise requirement for a 0Hz carrier.
> 
> But it didn't take long for vendors of clock generator chips to solve
> that issue:  The FM modulate the clock so that if you follow the prescribed
> measurement procedure there is no spikes above the red line.
> 
> However, if you measure it without the heavy averaging usually required
> for phase noise measurements, you find that it is as noisy as always,
> but at varying frequencies which average out.
> 
> All statistical treatments of signals are subject to this kind of
> effect because the entire point of using a statistical treatment is to
> reduce the amount of information to something we can cope with.
> 
> ADEV throws a lot of information away (otherwise we wouldn't need
> phase noise), phase noise throws a lot of information away (otherwise
> we wouldn't need ADEV) etc.
> 
> There's no way around thinking critically about what information
> you throw away and why in each specific application.
> 
> In the context where this issue came up, the trowing away was about
> how much of a signal you should feed into a PLL that steers an *XO.
> 
> There we want to throw as much noise away from the input signal as
> possible while still keeping the *XO at frequency.
> 
> Therefore you only want to feed the minimum amount of information
> about the input frequency necessary for the frequency steering into
> the PLL, anything above that just adds noise.
> 
> In this application any information excess to the frequency of the
> input signal will be noise, and that includes any spurs, harmonic
> or not.
> 
> That's why we usually throw all information about amplitude away
> and focus on one direction of  zero crossing, which is (or with a
> trivial capacitor can be made) well defined for any signal.
> 
> And to return to the original question:
> 
> The only reason to look at both zero crossings would be to double
> the frequency of the input signal to the loop (ie: 2Hz from a 1PPS
> instead of a 1Hz), at the cost of adding a whole lot of noise
> in the process.  Don't do it.
> 
> -- 
> Poul-Henning Kamp   | UNIX since Zilog Zeus 3.20
> p...@freebsd.org | TCP/IP since RFC 956
> FreeBSD committer   | BSD since 4.3-tahoe
> Never attribute to malice what can adequately be explained by incompetence.
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Looking at both zero crossings would give you a lot of information about the 
duty cycle of the input waveforms. If that’s what you are after - there are 
easier ways to do it. If that’s not what you are after, it’s just going to mess 
up the readings.

Bob

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Re: [time-nuts] Phase, One edge or two? (was Digital mixing with a D Flip Flop)

2014-10-23 Thread Simon Marsh
There are two ways that both positive and negative slopes could be used, 
that is, with the input clocks and/or with the reference clock.


The PRU on the BBB is not really fast enough to identify the edge 
direction at a 10mhz rate, so I only collect state changes in real time 
and then sort it out the direction on the ARM processor afterwards. All 
transitions are useful for glitch identification, and this does mean I'm 
already capturing the negative edge of the input signals for free. 
Admittedly, I'm not doing anything with this data as I currently filter 
for rising edges fairly early on, but it is 'just a software problem' to 
utilise data that is already there. _How_ to use the data is the point 
of discussion, but it will be fairly trivial to implement any ideas and 
see if they stack up in practice against real data.


Regarding the reference clock, utilising the negative edge could be used 
to double the sample rate (like DDR RAM). I've already been using a 
74AC14 Schmitt inverter on the reference clock, primarily as a buffer to 
distribute the clock to each sampler (flip flop or shift register) and 
the BBB, but also to try different sample timings (e.g. clocking the 
samplers on the +ve edge and the BBB capture on the -ve edge for 
example). Clocking different samplers on alternate edges (but with the 
same input signal) is therefore relatively straightforward, and feeding 
more sampling channels to the BBB is not too much of a big deal either. 
It is not something I have tried though.


My initial thought was that doubling the sample rate doesn't buy much, 
as you could get the same resolution by changing the beat frequency. 
However, it may help control glitching by obtaining the resolution at a 
higher beat frequency (greater offset between reference and DUT). 
Accurately knowing the duty cycle of the reference clock would be 
essential though so that the time of the -ve edge sample was known.


Cheers


Simon

On 22/10/2014 19:09, WarrenS via time-nuts wrote:



The recent  discussions about the simple digital mixer got me thinking 
about

the performance vs. complexity trade offs when measuring accurate, high
resolution, phase drift differences between two oscillators.
It would seem to me, that using both the positive and negative slope 
edges

of the high freq sinewave signal is a better way to go.
Is using just one edge, acceptable for a 'state of the art' Phase drift
measurements?

I am not suggesting  the KISS approach is the wrong solution for Simon.
I am questioning if the paper posted, is the best way for CERN to make a
state of the art femtosecond DDMDT?

Here is an extreme example of throwing away useful data for the sake of
simplicity:
When measuring phase drift of a 10 MHz osc using just a 1PPS signal,
19,999,999 other possible data points are being discarded.
Using all possible data points could decrease the noise floor 
considerably.

(by ~5,000 to 1)

ws


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Re: [time-nuts] Phase, One edge or two? (was Digital mixing with a D Flip Flop)

2014-10-22 Thread Poul-Henning Kamp

In message <9A96CAA5BA7B467D9A106EC858EA0DCE@pc52>, "Tom Van Baak" writes:
>>>3) Every instant on a sine wave is actually a data point, not just
>>>the zero crossing(s). So in reality there is near infinite information
>>>available.
>> 
>> Sorry, but no.
>> 
>> If you tell me it is a sine and give me the time of two zero crossings
>> I can tell you everything there has or ever will be to know about any
>> point on that sine-wave.
>
>What about phase noise measurements?

Yes, what about it ?

The CE mark requires that you meet various EMI/EMC rules, one of which
is in essence a phase-noise requirement for a 0Hz carrier.

But it didn't take long for vendors of clock generator chips to solve
that issue:  The FM modulate the clock so that if you follow the prescribed
measurement procedure there is no spikes above the red line.

However, if you measure it without the heavy averaging usually required
for phase noise measurements, you find that it is as noisy as always,
but at varying frequencies which average out.

All statistical treatments of signals are subject to this kind of
effect because the entire point of using a statistical treatment is to
reduce the amount of information to something we can cope with.

ADEV throws a lot of information away (otherwise we wouldn't need
phase noise), phase noise throws a lot of information away (otherwise
we wouldn't need ADEV) etc.

There's no way around thinking critically about what information
you throw away and why in each specific application.

In the context where this issue came up, the trowing away was about
how much of a signal you should feed into a PLL that steers an *XO.

There we want to throw as much noise away from the input signal as
possible while still keeping the *XO at frequency.

Therefore you only want to feed the minimum amount of information
about the input frequency necessary for the frequency steering into
the PLL, anything above that just adds noise.

In this application any information excess to the frequency of the
input signal will be noise, and that includes any spurs, harmonic
or not.

That's why we usually throw all information about amplitude away
and focus on one direction of  zero crossing, which is (or with a
trivial capacitor can be made) well defined for any signal.

And to return to the original question:

The only reason to look at both zero crossings would be to double
the frequency of the input signal to the loop (ie: 2Hz from a 1PPS
instead of a 1Hz), at the cost of adding a whole lot of noise
in the process.  Don't do it.

-- 
Poul-Henning Kamp   | UNIX since Zilog Zeus 3.20
p...@freebsd.org | TCP/IP since RFC 956
FreeBSD committer   | BSD since 4.3-tahoe
Never attribute to malice what can adequately be explained by incompetence.
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Re: [time-nuts] Phase, One edge or two? (was Digital mixing with a D Flip Flop)

2014-10-22 Thread Bob Camp
Hi


> On Oct 22, 2014, at 5:57 PM, Hal Murray  wrote:
> 
> 
> t...@leapsecond.com said:
>> 2) For long-term analysis, even 1 PPS is overkill. Having more data may not
>> improve your oscillator drift plot at all. This is because the frequency is
>> a moving target. Ever more precise measurements of a moving target are
>> wasted; they don't add any clarity to the overall trend. Consider measuring
>> a 10811 for a year. Do you need to follow its phase or frequency every 100
>> ns? Or second? Or minute? Maybe as little as one data point per day is more
>> than enough to make a perfectly accurate long-term frequency drift plot. 
> 
> You need more than 1 sample per day for ADEV plots left of 100,000 K seconds.
> 
> Suppose you have lots and lots of data at, say, 1 second samples.  You can 
> turn that into an ADEV plot.  Does anybody scan the data in clumps, say a 
> day, to see if the short-tau picture changes over time?

ADEV most certainly does change with time, even for short tau’s. 

Bob


> 
> 
> -- 
> These are my opinions.  I hate spam.
> 
> 
> 
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Re: [time-nuts] Phase, One edge or two? (was Digital mixing with a D Flip Flop)

2014-10-22 Thread Bob Camp
Hi

The more you “curve fit” or “average” the more you are filtering the data. 
Filtering does indeed impact the ADEV both at short tau’s and longer tau’s. You 
need to be very careful if you filter or you will mess up the data.

Bob

> On Oct 22, 2014, at 7:42 PM, Didier Juges  wrote:
> 
> Even more effective would be to sample the entire 10MHz waveform instead of 
> just the zero crossing. By doing a best fit of the entire waveform, you 
> should be able to estimate the zero crossing with much greater precision 
> because now the noise is averaged over the entire waveform instead of a 
> single point at the zero crossing.
> 
> I wish my signal processing were better than they are and that I had some 
> time to evaluate that.
> 
> Didier KO4BB
> 
> 
> On October 22, 2014 1:09:11 PM CDT, WarrenS via time-nuts 
>  wrote:
>> 
>> 
>> The recent  discussions about the simple digital mixer got me thinking
>> about
>> the performance vs. complexity trade offs when measuring accurate, high
>> resolution, phase drift differences between two oscillators.
>> It would seem to me, that using both the positive and negative slope
>> edges
>> of the high freq sinewave signal is a better way to go.
>> Is using just one edge, acceptable for a 'state of the art' Phase drift
>> measurements?
>> 
>> I am not suggesting  the KISS approach is the wrong solution for Simon.
>> I am questioning if the paper posted, is the best way for CERN to make
>> a
>> state of the art femtosecond DDMDT?
>> 
>> Here is an extreme example of throwing away useful data for the sake of
>> simplicity:
>> When measuring phase drift of a 10 MHz osc using just a 1PPS signal,
>> 19,999,999 other possible data points are being discarded.
>> Using all possible data points could decrease the noise floor
>> considerably.
>> (by ~5,000 to 1)
>> 
>> ws
>> 
 
>> ---
 Tom Posted
 Re: [time-nuts] Digital Mixing with a BeagleBone Black and D Flip
 Hi Simon,
 
 Some additional info. I first heard about the D-FF method of
>> frequency 
 comparison in the late 90's (from Rick Hambly, I think) on the old
>> gps 
 mailing list. It sounded really interesting. Since then, the subject
>> has 
 turned up every few years on this list. But each time, the topic
>> seems to 
 go away quietly with little or no data, plots or explanation. In 
 addition, none of the commercial products I've taken apart appear to
>> use 
 this approach. Hmm. So that begs the question -- what's really going
>> on, 
 and why.
 
 I'm enjoying this thread because you've shown both technical
>> competence 
 and optimistic persistence. Perhaps once and for all, with your
>> efforts, 
 we can settle this matter. You will either find a working
>> combination 
 with excellent performance, or you will uncover enough uncontrolled 
 variables that you never want to try it again. Either way, we all
>> learn a 
 lot. Keep the photos, data, and plots coming.
 
 Thanks,
 /tvb
 --
 Re: [time-nuts] Digital Mixing with a BeagleBone Black and D Flip
>> Flop
>>> 
 Bruce posted 
 
>> http://trs-new.jpl.nasa.gov/dspace/bitstream/2014/36903/1/01-2617.pdf
 
 among other things illustrates a modified approach to the offset 
 generator by replacing the intermediate phase locked VCXO with a
>> bandpass 
 filter.
 
 --
>>> Re: [time-nuts] Digital Mixing with a BeagleBone Black and D Flip
>> Flop
>>> Simon posted   www.ee.ucl.ac.uk/lcs/previous/LCS2011/LCS1136.pdf ...
>>> The idea is based on the following article which describes creating a
>>> digital DMTD with an FPGA for clocks @ 125mhz:  > 
>> 
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>> and follow the instructions there.
> 
> -- 
> Sent from my Motorola Droid Razr HD 4G LTE wireless tracker while I do other 
> things.
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Re: [time-nuts] Phase, One edge or two? (was Digital mixing with a D Flip Flop)

2014-10-22 Thread Bob Camp
Hi

There are a number of papers out there that talk about decimation vs averaging 
for ADEV. They have various data sets processed by both techniques. 

Bottom line - decimation does a better job than averaging for ADEV. At least 
that’s true if you want the result to resemble the “real” ADEV of the source(s).

Bob

> On Oct 22, 2014, at 6:45 PM, Tom Van Baak  wrote:
> 
>>> 3) Every instant on a sine wave is actually a data point, not just
>>> the zero crossing(s). So in reality there is near infinite information
>>> available.
>> 
>> Sorry, but no.
>> 
>> If you tell me it is a sine and give me the time of two zero crossings
>> I can tell you everything there has or ever will be to know about any
>> point on that sine-wave.
> 
> What about phase noise measurements? It's the distortion from a 
> mathematically ideal sine wave that allows one to make L(f) plots out to MHz 
> and GHz. TimePod also gives you AM noise plots; you don't get that from just 
> looking at zero crossings.
> 
> /tvb
> 
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Re: [time-nuts] Phase, One edge or two? (was Digital mixing with a D Flip Flop)

2014-10-22 Thread Didier Juges
Even more effective would be to sample the entire 10MHz waveform instead of 
just the zero crossing. By doing a best fit of the entire waveform, you should 
be able to estimate the zero crossing with much greater precision because now 
the noise is averaged over the entire waveform instead of a single point at the 
zero crossing.

I wish my signal processing were better than they are and that I had some time 
to evaluate that.

Didier KO4BB


On October 22, 2014 1:09:11 PM CDT, WarrenS via time-nuts  
wrote:
>
>
>The recent  discussions about the simple digital mixer got me thinking
>about
>the performance vs. complexity trade offs when measuring accurate, high
>resolution, phase drift differences between two oscillators.
>It would seem to me, that using both the positive and negative slope
>edges
>of the high freq sinewave signal is a better way to go.
>Is using just one edge, acceptable for a 'state of the art' Phase drift
>measurements?
>
>I am not suggesting  the KISS approach is the wrong solution for Simon.
>I am questioning if the paper posted, is the best way for CERN to make
>a
>state of the art femtosecond DDMDT?
>
>Here is an extreme example of throwing away useful data for the sake of
>simplicity:
>When measuring phase drift of a 10 MHz osc using just a 1PPS signal,
>19,999,999 other possible data points are being discarded.
>Using all possible data points could decrease the noise floor
>considerably.
>(by ~5,000 to 1)
>
>ws
>
>>>
>---
>>> Tom Posted
>>> Re: [time-nuts] Digital Mixing with a BeagleBone Black and D Flip
>>> Hi Simon,
>>>
>>> Some additional info. I first heard about the D-FF method of
>frequency 
>>> comparison in the late 90's (from Rick Hambly, I think) on the old
>gps 
>>> mailing list. It sounded really interesting. Since then, the subject
>has 
>>> turned up every few years on this list. But each time, the topic
>seems to 
>>> go away quietly with little or no data, plots or explanation. In 
>>> addition, none of the commercial products I've taken apart appear to
>use 
>>> this approach. Hmm. So that begs the question -- what's really going
>on, 
>>> and why.
>>>
>>> I'm enjoying this thread because you've shown both technical
>competence 
>>> and optimistic persistence. Perhaps once and for all, with your
>efforts, 
>>> we can settle this matter. You will either find a working
>combination 
>>> with excellent performance, or you will uncover enough uncontrolled 
>>> variables that you never want to try it again. Either way, we all
>learn a 
>>> lot. Keep the photos, data, and plots coming.
>>>
>>> Thanks,
>>> /tvb
>>> --
>>> Re: [time-nuts] Digital Mixing with a BeagleBone Black and D Flip
>Flop
>>
>>> Bruce posted 
>>>
>http://trs-new.jpl.nasa.gov/dspace/bitstream/2014/36903/1/01-2617.pdf
>>>
>>> among other things illustrates a modified approach to the offset 
>>> generator by replacing the intermediate phase locked VCXO with a
>bandpass 
>>> filter.
>>>
>>> --
>> Re: [time-nuts] Digital Mixing with a BeagleBone Black and D Flip
>Flop
>> Simon posted   www.ee.ucl.ac.uk/lcs/previous/LCS2011/LCS1136.pdf ...
>> The idea is based on the following article which describes creating a
>> digital DMTD with an FPGA for clocks @ 125mhz:  > 
>
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Re: [time-nuts] Phase, One edge or two? (was Digital mixing with a D Flip Flop)

2014-10-22 Thread Tom Van Baak
>>3) Every instant on a sine wave is actually a data point, not just
>>the zero crossing(s). So in reality there is near infinite information
>>available.
> 
> Sorry, but no.
> 
> If you tell me it is a sine and give me the time of two zero crossings
> I can tell you everything there has or ever will be to know about any
> point on that sine-wave.

What about phase noise measurements? It's the distortion from a mathematically 
ideal sine wave that allows one to make L(f) plots out to MHz and GHz. TimePod 
also gives you AM noise plots; you don't get that from just looking at zero 
crossings.

/tvb

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Re: [time-nuts] Phase, One edge or two? (was Digital mixing with a D Flip Flop)

2014-10-22 Thread Tom Van Baak
> You need more than 1 sample per day for ADEV plots left of 100,000 K seconds.

Correct. What I sometimes do is collect data for just a few minutes at 1000 
samples per second. That's enough to make an ADEV plot for tau 0.001 to 1 or 10 
seconds. Then I'll collect data for a couple of days at 1 sample per second. 
That gives you an ADEV plot for tau 1 to 100 k seconds. For really long-term 
tracking you don't need samples every millisecond or every second. This 
approach means you don't tie up expensive high-resolution instruments with 
long-term measurements. The key point here is you don't need to use the same 
instrument or the same sampling rate or the same resolution for short- and 
long-term measurements.

> Suppose you have lots and lots of data at, say, 1 second samples.  You can 
> turn that into an ADEV plot.  Does anybody scan the data in clumps, say a 
> day, to see if the short-tau picture changes over time?

Yes, Stable32 implements DAVAR (dynamic AVAR) which gives an impressive 3D ADEV 
plot. This is useful for timing sources where the stability, for whatever 
reason, changes over time.

John's TimeLab software implements another form of this: you can specify a 
"trace history" value. For example, instead of computing ADEV of a million 
points, you compute 10 ADEV's on successive groups of 100,000 points each. This 
is a great way to show the confidence in your statistics. It also works well on 
oscillators that are warming up, over hours and days.

/tvb
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Re: [time-nuts] Phase, One edge or two? (was Digital mixing with a D Flip Flop)

2014-10-22 Thread Hal Murray

t...@leapsecond.com said:
> 2) For long-term analysis, even 1 PPS is overkill. Having more data may not
> improve your oscillator drift plot at all. This is because the frequency is
> a moving target. Ever more precise measurements of a moving target are
> wasted; they don't add any clarity to the overall trend. Consider measuring
> a 10811 for a year. Do you need to follow its phase or frequency every 100
> ns? Or second? Or minute? Maybe as little as one data point per day is more
> than enough to make a perfectly accurate long-term frequency drift plot. 

You need more than 1 sample per day for ADEV plots left of 100,000 K seconds.

Suppose you have lots and lots of data at, say, 1 second samples.  You can 
turn that into an ADEV plot.  Does anybody scan the data in clumps, say a 
day, to see if the short-tau picture changes over time?


-- 
These are my opinions.  I hate spam.



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Re: [time-nuts] Phase, One edge or two? (was Digital mixing with a D Flip Flop)

2014-10-22 Thread Poul-Henning Kamp

In message <0D2DB2B131E5461BB087713B3E49BEA9@pc52>, "Tom Van Baak" writes:

> Consider measuring a 10811 for a year. Do you need to follow its
>phase or frequency every 100 ns? Or second? Or minute? Maybe as
>little as one data point per day is more than enough to make a
>perfectly accurate long-term frequency drift plot.

Just to pick a nit here:  That depends precisely on what and how
you measure.

If you measure phase, then no, you probably don't need to measure
more often than one phase difference per hour or even day, as long
as you can reliably predict (from the frequency including noise)
exactly how many periods were in that hour or day.

This is basically what timelabs do:  They measure against some radio
signal (GPS, Two-Way, etc. etc.) every so often, trusting their
stability between measurements.

If you measure frequency, you MUST measure the frequency continously
at all times without any deadtime between the measurements to get
the precise result.  The advantage is that you make *no* assumptions
about the frequency or its stability at all.

>3) Every instant on a sine wave is actually a data point, not just
>the zero crossing(s). So in reality there is near infinite information
>available.

Sorry, but no.

If you tell me it is a sine and give me the time of two zero crossings
I can tell you everything there has or ever will be to know about any
point on that sine-wave.

Where looking at the whole curve makes sense is if it is not a
sinewave, either because it is a complex signal (Loran's 3rd crossing)
or because the sinewave is distorted in a way (ie: non-harmonic)
which can be averaged out by looking at the entire curveform
(locking onto a received radio signal.)

But for pure sine signals or good approximations, measuring the
zero crossing tells you all you can ever learn.


-- 
Poul-Henning Kamp   | UNIX since Zilog Zeus 3.20
p...@freebsd.org | TCP/IP since RFC 956
FreeBSD committer   | BSD since 4.3-tahoe
Never attribute to malice what can adequately be explained by incompetence.
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Re: [time-nuts] Phase, One edge or two? (was Digital mixing with a D Flip Flop)

2014-10-22 Thread Tom Van Baak
> Here is an extreme example of throwing away useful data for the sake of 
> simplicity:
> When measuring phase drift of a 10 MHz osc using just a 1PPS signal, 
> 19,999,999 other possible data points are being discarded.
> Using all possible data points could decrease the noise floor considerably. 
> (by ~5,000 to 1)

Nice posting. A couple of comments that might help:

1) Depending on the resolution or quantization of your measurement system, more 
samples don't necessarily give you more information. Higher sample rates may 
help when the samples are statistically independent. When there is redundancy, 
you can fool yourself with more data. More data does not automatically imply 
more precision.

Imagine a very fast 1 GHz based counter which measures not 1PPS but all 10 
million edges of a 10 MHz signal. It's quite likely, over a second, that all 10 
million readings will be the same. So there is no 10,000,000 to 1 or even 
sqrt(10,000,000) = 3100 to 1 advantage here.

More averaging != more precision, except in very rare cases. The sqrt(N) trick 
you're thinking of works only if you have clean white noise (Gaussian 
distribution) and a static process. In general oscillators are more complex 
than this.

2) For long-term analysis, even 1 PPS is overkill. Having more data may not 
improve your oscillator drift plot at all. This is because the frequency is a 
moving target. Ever more precise measurements of a moving target are wasted; 
they don't add any clarity to the overall trend. Consider measuring a 10811 for 
a year. Do you need to follow its phase or frequency every 100 ns? Or second? 
Or minute? Maybe as little as one data point per day is more than enough to 
make a perfectly accurate long-term frequency drift plot.

3) Every instant on a sine wave is actually a data point, not just the zero 
crossing(s). So in reality there is near infinite information available. So is 
sample rate the limitation? Or is it sample resolution? Or something else too. 
How would having trillions of data points differ from 10 million data points 
from 100 data points from just 1, per second? What more would you know about 
the oscillator with more data? Are you after frequency domain measurements, or 
just time domain plots.

/tvb
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Re: [time-nuts] Phase, One edge or two? (was Digital mixing with a D Flip Flop)

2014-10-22 Thread Magnus Danielson
Which is why the new style instruments sampling the waveforms with a 
common clock and then downsampling digitally until churning out phase 
data for further processing can achieve such a good measurement floor.


See Sam Steins papers.

For some applications the DDMTD approach is pretty amazing precision for 
it's simplicity. For some you can get more.


Cheers,
Magnus

On 10/22/2014 08:09 PM, WarrenS via time-nuts wrote:



The recent  discussions about the simple digital mixer got me thinking
about
the performance vs. complexity trade offs when measuring accurate, high
resolution, phase drift differences between two oscillators.
It would seem to me, that using both the positive and negative slope edges
of the high freq sinewave signal is a better way to go.
Is using just one edge, acceptable for a 'state of the art' Phase drift
measurements?

I am not suggesting  the KISS approach is the wrong solution for Simon.
I am questioning if the paper posted, is the best way for CERN to make a
state of the art femtosecond DDMDT?

Here is an extreme example of throwing away useful data for the sake of
simplicity:
When measuring phase drift of a 10 MHz osc using just a 1PPS signal,
19,999,999 other possible data points are being discarded.
Using all possible data points could decrease the noise floor considerably.
(by ~5,000 to 1)

ws


---

Tom Posted
Re: [time-nuts] Digital Mixing with a BeagleBone Black and D Flip
Hi Simon,

Some additional info. I first heard about the D-FF method of
frequency comparison in the late 90's (from Rick Hambly, I think) on
the old gps mailing list. It sounded really interesting. Since then,
the subject has turned up every few years on this list. But each
time, the topic seems to go away quietly with little or no data,
plots or explanation. In addition, none of the commercial products
I've taken apart appear to use this approach. Hmm. So that begs the
question -- what's really going on, and why.

I'm enjoying this thread because you've shown both technical
competence and optimistic persistence. Perhaps once and for all, with
your efforts, we can settle this matter. You will either find a
working combination with excellent performance, or you will uncover
enough uncontrolled variables that you never want to try it again.
Either way, we all learn a lot. Keep the photos, data, and plots coming.

Thanks,
/tvb
--
Re: [time-nuts] Digital Mixing with a BeagleBone Black and D Flip Flop



Bruce posted
http://trs-new.jpl.nasa.gov/dspace/bitstream/2014/36903/1/01-2617.pdf

among other things illustrates a modified approach to the offset
generator by replacing the intermediate phase locked VCXO with a
bandpass filter.

--

Re: [time-nuts] Digital Mixing with a BeagleBone Black and D Flip Flop
Simon posted   www.ee.ucl.ac.uk/lcs/previous/LCS2011/LCS1136.pdf ...
The idea is based on the following article which describes creating a
digital DMTD with an FPGA for clocks @ 125mhz:  >


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[time-nuts] Phase, One edge or two? (was Digital mixing with a D Flip Flop)

2014-10-22 Thread WarrenS via time-nuts



The recent  discussions about the simple digital mixer got me thinking about
the performance vs. complexity trade offs when measuring accurate, high
resolution, phase drift differences between two oscillators.
It would seem to me, that using both the positive and negative slope edges
of the high freq sinewave signal is a better way to go.
Is using just one edge, acceptable for a 'state of the art' Phase drift
measurements?

I am not suggesting  the KISS approach is the wrong solution for Simon.
I am questioning if the paper posted, is the best way for CERN to make a
state of the art femtosecond DDMDT?

Here is an extreme example of throwing away useful data for the sake of
simplicity:
When measuring phase drift of a 10 MHz osc using just a 1PPS signal,
19,999,999 other possible data points are being discarded.
Using all possible data points could decrease the noise floor considerably.
(by ~5,000 to 1)

ws


---
Tom Posted
Re: [time-nuts] Digital Mixing with a BeagleBone Black and D Flip
Hi Simon,

Some additional info. I first heard about the D-FF method of frequency 
comparison in the late 90's (from Rick Hambly, I think) on the old gps 
mailing list. It sounded really interesting. Since then, the subject has 
turned up every few years on this list. But each time, the topic seems to 
go away quietly with little or no data, plots or explanation. In 
addition, none of the commercial products I've taken apart appear to use 
this approach. Hmm. So that begs the question -- what's really going on, 
and why.


I'm enjoying this thread because you've shown both technical competence 
and optimistic persistence. Perhaps once and for all, with your efforts, 
we can settle this matter. You will either find a working combination 
with excellent performance, or you will uncover enough uncontrolled 
variables that you never want to try it again. Either way, we all learn a 
lot. Keep the photos, data, and plots coming.


Thanks,
/tvb
--
Re: [time-nuts] Digital Mixing with a BeagleBone Black and D Flip Flop


Bruce posted 
http://trs-new.jpl.nasa.gov/dspace/bitstream/2014/36903/1/01-2617.pdf


among other things illustrates a modified approach to the offset 
generator by replacing the intermediate phase locked VCXO with a bandpass 
filter.


--

Re: [time-nuts] Digital Mixing with a BeagleBone Black and D Flip Flop
Simon posted   www.ee.ucl.ac.uk/lcs/previous/LCS2011/LCS1136.pdf ...
The idea is based on the following article which describes creating a
digital DMTD with an FPGA for clocks @ 125mhz:  > 


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