Re: [time-nuts] TimeLab phase difference (slope sec/sec)

2019-07-03 Thread Bob kb8tq
Hi

If the data is GPS referenced it is not at all uncommon to see a roughly 24 
hour pattern in 
the data. Ionospheric changes are one significant contributor. The further down 
into the 
mud you get, the more other things pop up (multipath repeating with the same 
constalation 
….)

Bob

> On Jul 3, 2019, at 1:44 PM, Chris Burford  wrote:
> 
> Hello David,
> 
> It could quite possibly be tempco induced. I have this on my schedule of 
> future events for additional analysis.
> 
> Thanks,
> 
> Chris
> 
>> 
>> Chris,
>> 
>> Just looking at the graph reminds me of a daily variation - perhaps due to 
>> temperature.  Is that likely?  Would a two-day graph be worth doing in this 
>> particular case?
>> 
>> Cheers,
>> David
> 
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Re: [time-nuts] TimeLab phase difference (slope sec/sec)

2019-07-03 Thread Chris Burford

Hello David,

It could quite possibly be tempco induced. I have this on my schedule of 
future events for additional analysis.


Thanks,

Chris



Chris,

Just looking at the graph reminds me of a daily variation - perhaps 
due to temperature.  Is that likely?  Would a two-day graph be worth 
doing in this particular case?


Cheers,
David


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Re: [time-nuts] TimeLab phase difference (slope sec/sec)

2019-07-03 Thread Chris Burford

Hi Dana,

My PRS10 is the DUT that has its 1PPS(Out) wired into the TICC on ChA. 
The reference is my GPSDO which has a 8663-XS DOCXO and has its 
1PPS(Out) wired into the TICC on ChB. The 10 MHz clock signal for the 
TICC comes from my GPSDO also, which as I understand, need not be quite 
so precise when measuring in time interval mode.


Chris


On 07/03/19 04:01:38, Dana Whitlow wrote:

Chris,

Ok, one source is a PRS-10.  Is it the DUT or the reference?  And if it's
the DUT, what
is the reference source?

Dana


On Tue, Jul 2, 2019 at 8:00 PM Chris Burford
wrote:


Hi Bob,

I'm seeing 4.22E-12 as the slope value in the upper right of the TimeLab
phase difference plot. Is that telling me that my DUT is within +4.22ps
/ sec from my reference 1PPS for the 24 hour measurement duration?

I have attached a screen capture that will hopefully make its way
through for viewing.

Thanks,

Chris

On 07/02/19 11:50:10, Bob kb8tq wrote:

Hi

The difference in seconds between the start phase and the end phase

divided by the number

of seconds duration gives you the parts in whatever of the error.

If you see 1us ( = 1x10^-6 seconds)  of change in a second, you are off

by 1 ppm (or 1x10^-6).

If you see 1 us of change in 1,000 seconds you are off by 1 ppb (or

1x10^-9). At a bit over 10

days (1,000,000 seconds) your 1 us change is 1 ppt (or 1x10^-12).

Bob


On Jul 2, 2019, at 10:17 AM, Chris Burford

wrote:

Is the slope value for the phase difference shown in TimeLab an average

of the overall data sample duration? The reason I ask is that my service
manual for my RFS says:

/"//A faster way to make the comparison between the reference frequency

and the DUT is to use the time interval measurement mode of the counters.
In this case, the time intervals between the 10MHz zero crossings of the
reference frequency and the DUT are measured and averaged. If this time
interval changes by less than 10ps per second, then the DUT is within 1
part in //10^11 of the frequency reference."/

I'm just curious if the phase difference slope value can be plugged in

to this equation.

Regards,

Chris


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Re: [time-nuts] TimeLab phase difference (slope sec/sec)

2019-07-03 Thread Tom Van Baak
> I'm just curious if the phase difference slope value can be plugged 
in to this equation.


> I'm seeing 4.22E-12 as the slope value in the upper right of the
> TimeLab phase difference plot. Is that telling me that my DUT is
> within +4.22ps / sec from my reference 1PPS for the 24 hour
> measurement duration?
>
> I have attached a screen capture that will hopefully make its way
> through for viewing.

Chris,

The answer is yes. But let's consider why instead of plugging numbers 
into equations.


Your measurements are not that different from comparing two wrist 
watches. Since two watches never actually run at the same rate you know 
that on average one is fast and one is slow, relative to each other. We 
often measure clock or oscillator rate using a unit-less number like 
percent. Your left watch may be 0.01% faster than your right watch. Or 
maybe it's 15 ppm slower, or 50 ppb faster. These are all dimensionless 
numbers; ratios. So when we talk about an oscillator being 4.22E-12 fast 
it's just 4.22 ppt, or 0.0004 or 0.0422%. You get the idea.


So where does the 4.22 ps/s thing come from? Well, it turns out that the 
way that we measure two clocks is not to directly compare their 
frequency. You can't tell with a glance at two wristwatches which is 
fast and which is slow. Sure, one may be ahead and one may be behind. 
But that is the time (phase) of the clocks; not their rate.


The best way to find out which clock is fast or slow is to compare their 
times *over a long time*. Eventually a *trend* will be evident. You 
might have to wait an hour before one watch gets a second ahead of the 
other. This is where the "second/second" thing comes in. If a watch is 
fast by 1 second an hour then it must be running 1s/3600s = 0.028% = 278 
ppm faster. Note how both the units of the amount of time gain (1 s) and 
the amount of time spent doing the measurement (3600 s) cancel and 
you're left with a dimensionless number.


In general a frequency difference measurement is just a phase (aka time) 
difference measurement made over some elapsed time (aka measurement 
duration).


So you are using a TAPR/TICC to measure the phase difference between 
your two clocks. It appears you ran it for an entire day (1 d = 86400 s) 
and the net change in phase between the two clocks was 382 ns. That 
means the frequency difference between the two clocks is 382 ns / 86400 
s = 382e-9 / 86400 = 4.22e-012.


The reason this wasn't obvious is that you had the TimeLab 'r' 
(residual) command in effect. In a sense, this removes the very slope 
you're trying to see. If you undo the 'r' you should see one clock 
gradually gaining time relative to the other. The advantage of the 'r' 
command is that it shows you "what's left" if the two clocks were 
running at the same rate; it shows the wander, the short- and mid-term 
noise between the two. And TimeLab also reports the now-removed slope in 
the upper corner.


Now back to 4.22 ps/s. It is true that 4.22e-12 is equal to 4.22 ps/s. 
Mathematically, it is also equal to 382 ns/d, or 133 us/year for that 
matter. Yet, it may be misleading to claim 133 us/year because the word 
"year" may be interpreted as how long the measurement was. But it wasn't 
a year-long experiment, not even close. Similarly, claiming the clock is 
4.22 ps/s may imply to the reader that both the DUT and the REF and the 
TICC are all clean signals at the sub-ps level. But they aren't, not 
even close. To complete the picture you need both the frequency 
difference value and the duration over which the measurement was made.


So that's why you often see frequency differences reported using 
scientific notation, as in 4.22e-12, rather than ps/s or ns/d or us/y.


/tvb


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Re: [time-nuts] TimeLab phase difference (slope sec/sec)

2019-07-03 Thread Dana Whitlow
Chris,

Ok, one source is a PRS-10.  Is it the DUT or the reference?  And if it's
the DUT, what
is the reference source?

Dana


On Tue, Jul 2, 2019 at 8:00 PM Chris Burford 
wrote:

> Hi Bob,
>
> I'm seeing 4.22E-12 as the slope value in the upper right of the TimeLab
> phase difference plot. Is that telling me that my DUT is within +4.22ps
> / sec from my reference 1PPS for the 24 hour measurement duration?
>
> I have attached a screen capture that will hopefully make its way
> through for viewing.
>
> Thanks,
>
> Chris
>
> On 07/02/19 11:50:10, Bob kb8tq wrote:
> > Hi
> >
> > The difference in seconds between the start phase and the end phase
> divided by the number
> > of seconds duration gives you the parts in whatever of the error.
> >
> > If you see 1us ( = 1x10^-6 seconds)  of change in a second, you are off
> by 1 ppm (or 1x10^-6).
> > If you see 1 us of change in 1,000 seconds you are off by 1 ppb (or
> 1x10^-9). At a bit over 10
> > days (1,000,000 seconds) your 1 us change is 1 ppt (or 1x10^-12).
> >
> > Bob
> >
> >> On Jul 2, 2019, at 10:17 AM, Chris Burford
> wrote:
> >>
> >> Is the slope value for the phase difference shown in TimeLab an average
> of the overall data sample duration? The reason I ask is that my service
> manual for my RFS says:
> >>
> >> /"//A faster way to make the comparison between the reference frequency
> and the DUT is to use the time interval measurement mode of the counters.
> In this case, the time intervals between the 10MHz zero crossings of the
> reference frequency and the DUT are measured and averaged. If this time
> interval changes by less than 10ps per second, then the DUT is within 1
> part in //10^11 of the frequency reference."/
> >>
> >> I'm just curious if the phase difference slope value can be plugged in
> to this equation.
> >>
> >> Regards,
> >>
> >> Chris
> >>
> >>
> >> ___
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Re: [time-nuts] TimeLab phase difference (slope sec/sec)

2019-07-03 Thread David J Taylor via time-nuts

Hi Bob,

I'm seeing 4.22E-12 as the slope value in the upper right of the TimeLab
phase difference plot. Is that telling me that my DUT is within +4.22ps
/ sec from my reference 1PPS for the 24 hour measurement duration?

I have attached a screen capture that will hopefully make its way
through for viewing.

Thanks,
Chris
==

Chris,

Just looking at the graph reminds me of a daily variation - perhaps due to 
temperature.  Is that likely?  Would a two-day graph be worth doing in this 
particular case?


Cheers,
David
--
SatSignal Software - Quality software for you
Web: http://www.satsignal.eu
Email: david-tay...@blueyonder.co.uk
Twitter: @gm8arv 



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Re: [time-nuts] TimeLab phase difference (slope sec/sec)

2019-07-02 Thread Chris Burford

Hi Bob,

I'm seeing 4.22E-12 as the slope value in the upper right of the TimeLab 
phase difference plot. Is that telling me that my DUT is within +4.22ps 
/ sec from my reference 1PPS for the 24 hour measurement duration?


I have attached a screen capture that will hopefully make its way 
through for viewing.


Thanks,

Chris

On 07/02/19 11:50:10, Bob kb8tq wrote:

Hi

The difference in seconds between the start phase and the end phase divided by 
the number
of seconds duration gives you the parts in whatever of the error.

If you see 1us ( = 1x10^-6 seconds)  of change in a second, you are off by 1 
ppm (or 1x10^-6).
If you see 1 us of change in 1,000 seconds you are off by 1 ppb (or 1x10^-9). 
At a bit over 10
days (1,000,000 seconds) your 1 us change is 1 ppt (or 1x10^-12).

Bob


On Jul 2, 2019, at 10:17 AM, Chris Burford  wrote:

Is the slope value for the phase difference shown in TimeLab an average of the 
overall data sample duration? The reason I ask is that my service manual for my 
RFS says:

/"//A faster way to make the comparison between the reference frequency and the DUT 
is to use the time interval measurement mode of the counters. In this case, the time 
intervals between the 10MHz zero crossings of the reference frequency and the DUT are 
measured and averaged. If this time interval changes by less than 10ps per second, then 
the DUT is within 1 part in //10^11 of the frequency reference."/

I'm just curious if the phase difference slope value can be plugged in to this 
equation.

Regards,

Chris


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Re: [time-nuts] TimeLab phase difference (slope sec/sec)

2019-07-02 Thread Bob kb8tq
Hi

The gotcha is that if the duration gets long enough, the numbers on a GPSDO 
will get silly small. 
You very much have to decide what time duration is appropriate to your system / 
application. If you
always run your frequency counter on a 1 or 10 second gate …. you really don’t 
care about 10,000 seconds.

Bob

> On Jul 2, 2019, at 7:15 PM, Chris Burford  wrote:
> 
> Hi Bob,
> 
> I'm seeing 4.22E-12 as the slope value in the upper right of the TimeLab 
> phase difference plot. Is that telling me that my DUT is within +4.22ps / sec 
> from my reference 1PPS for the 24 hour measurement duration?
> 
> I have attached a screen capture that will hopefully make its way through for 
> viewing.
> 
> Thanks,
> 
> Chris
> 
> On 07/02/19 11:50:10, Bob kb8tq wrote:
>> Hi
>> 
>> The difference in seconds between the start phase and the end phase divided 
>> by the number
>> of seconds duration gives you the parts in whatever of the error.
>> 
>> If you see 1us ( = 1x10^-6 seconds)  of change in a second, you are off by 1 
>> ppm (or 1x10^-6).
>> If you see 1 us of change in 1,000 seconds you are off by 1 ppb (or 
>> 1x10^-9). At a bit over 10
>> days (1,000,000 seconds) your 1 us change is 1 ppt (or 1x10^-12).
>> 
>> Bob
>> 
>>> On Jul 2, 2019, at 10:17 AM, Chris Burford  wrote:
>>> 
>>> Is the slope value for the phase difference shown in TimeLab an average of 
>>> the overall data sample duration? The reason I ask is that my service 
>>> manual for my RFS says:
>>> 
>>> /"//A faster way to make the comparison between the reference frequency and 
>>> the DUT is to use the time interval measurement mode of the counters. In 
>>> this case, the time intervals between the 10MHz zero crossings of the 
>>> reference frequency and the DUT are measured and averaged. If this time 
>>> interval changes by less than 10ps per second, then the DUT is within 1 
>>> part in //10^11 of the frequency reference."/
>>> 
>>> I'm just curious if the phase difference slope value can be plugged in to 
>>> this equation.
>>> 
>>> Regards,
>>> 
>>> Chris
>>> 
>>> 
>>> ___
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>>> tohttp://lists.febo.com/mailman/listinfo/time-nuts_lists.febo.com
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> 


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Re: [time-nuts] TimeLab phase difference (slope sec/sec)

2019-07-02 Thread Bob kb8tq
Hi

The difference in seconds between the start phase and the end phase divided by 
the number
of seconds duration gives you the parts in whatever of the error. 

If you see 1us ( = 1x10^-6 seconds)  of change in a second, you are off by 1 
ppm (or 1x10^-6).
If you see 1 us of change in 1,000 seconds you are off by 1 ppb (or 1x10^-9). 
At a bit over 10 
days (1,000,000 seconds) your 1 us change is 1 ppt (or 1x10^-12).

Bob

> On Jul 2, 2019, at 10:17 AM, Chris Burford  wrote:
> 
> Is the slope value for the phase difference shown in TimeLab an average of 
> the overall data sample duration? The reason I ask is that my service manual 
> for my RFS says:
> 
> /"//A faster way to make the comparison between the reference frequency and 
> the DUT is to use the time interval measurement mode of the counters. In this 
> case, the time intervals between the 10MHz zero crossings of the reference 
> frequency and the DUT are measured and averaged. If this time interval 
> changes by less than 10ps per second, then the DUT is within 1 part in 
> //10^11 of the frequency reference."/
> 
> I'm just curious if the phase difference slope value can be plugged in to 
> this equation.
> 
> Regards,
> 
> Chris
> 
> 
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[time-nuts] TimeLab phase difference (slope sec/sec)

2019-07-02 Thread Chris Burford
Is the slope value for the phase difference shown in TimeLab an average 
of the overall data sample duration? The reason I ask is that my service 
manual for my RFS says:


/"//A faster way to make the comparison between the reference frequency 
and the DUT is to use the time interval measurement mode of the 
counters. In this case, the time intervals between the 10MHz zero 
crossings of the reference frequency and the DUT are measured and 
averaged. If this time interval changes by less than 10ps per second, 
then the DUT is within 1 part in //10^11 of the frequency reference."/


I'm just curious if the phase difference slope value can be plugged in 
to this equation.


Regards,

Chris


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