[time-nuts] Measuring coax temperature coefficient with a TICC

2017-04-20 Thread Mark Sims
That is the TAPR TICC small, low cost, open source, two channel time interval 
counter.  It offers around 60 ps resolution / 100 ps jitter  for $200.  It's a 
rather nifty device...

https://www.tapr.org/kits_ticc.html

--

> Please forgive my ignorance but what is a TICC?
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Re: [time-nuts] Name of integral of timing residual

2017-04-20 Thread Tom Van Baak
Jim Palfreyman writes:

> Consider a plot of a timing residual vs time. Say a watch against a maser,
> residual=watch-maser.

We usually don't use the word residual for this. When you compare a watch with 
a maser, or any DUT time against REF time, you get a quantity like: phase 
difference, or sometimes just "phase", or time difference, time error, time 
interval, time interval error, etc.

What residual usually refers to is if you post-process the raw time or 
frequency data in some way to better expose underlying structure. For example, 
if you remove a linear or quadratic fit from your phase data the resulting data 
set can be called phase residuals. This is done with free-running clocks 
because both frequency, and especially phase, diverge badly over time. So 
plotting residuals removes large systematic effects and exposes small effects 
of interest.


> Now if I now plot the cumulative sum (think integral) of the residual,
> that's going to give me an overall view of how the clock is performing over 
> time.

A traditional phase plot of residuals is itself "an overall view of how the 
clock is performing over time". That's why even before we make ADEV plots we 
want to see the phase (actually, phase difference) plot and maybe also the 
frequency (usually, normalized frequency) plot. Both give an overall view of 
how the clock is performing, not to mention the ADEV plot which even further 
summarizes clock performance.

A cumulative sum, an integral, of the timing residuals is a bit odd, but not 
wrong. This is the "area under the curve" of any residual phase plot. A 
traditional phase plot gives you a series of points on a line -- these tell you 
your clock error as a function of elapsed time. But plots are 2D, so your eye 
also senses the amount of area under the line -- this tells you not only how 
far off your clock is, but how long your clock has been how far off. The plot 
shows, and the eye recognizes both the line (how far) and the area (how far x 
how long).

> (If it helps, think of PID controllers and how they work in the "I" part.)

Yes, exactly. And the reason this is explicit in PID (or PIID) is that there is 
no human eye and no 2D plot. Therefore the PID algorithm has to manually 
compute the "area under the curve"; it has to calculate the cumulative sum as a 
scaler value. And it sounds like this single scaler value, as opposed to a 
rendered plot image, is what you're after.


> Now if you look at *motion* of an object over time, and you integrate its
> acceleration you get velocity, integrate again you get displacement.
> Integrate again and you get "absement" and again you get "abcity" (I only
> recently discovered these terms).

Ok, thanks for that word of the day! Full list here:

https://en.wikipedia.org/wiki/Absement#Higher_integrals

> Does the integral of a timing residual have a name, and does the integral
> of *that* have a name as well?

Nope. But let's make one up in honor of your time spent doing Pulsar work. Some 
sources suggest absement is a portmanteau of absent and displacement. Ok, could 
be, but just as likely ab- is a fine Latin prefix on its own, meaning away, 
depart. Think of abnormal, abhor, absent, abdicate, aberrant. Or the German 
abfahren, to depart from. (Ah, I finally got to put my Latin and German to use; 
or is that abuse).

https://en.wiktionary.org/wiki/ab-
http://membean.com/wrotds/ab-away
https://www.vocabulary.com/lists/135086

Anyway, in the world of space / distance:

-4 abserk
-3 abseleration
-2 absity
-1 absement
 0 displacement
+1 velocity
+2 acceleration
+3 jerk

So how about for the world of time, we call integrated phase error: abtimer, or 
just abtime:

-1 abtime (integrated phase error, cumulative sum of time error, etc.) units: 
s^2
 0 time (phase, time error, phase difference, etc.) units: s
+1 frequency (rate of phase change, etc.) units: /s, Hz
+2 drift (linear frequency change) units: /s^2, Hz/s

I can imagine cases where abtime would be useful, especially for closed loops. 
Units are seconds^2, or second*days, etc. For example, it may come in handy 
when I post plots of the new WWVB receiver, or characterizing a sloppy GPSDO 
timing receiver.

/tvb

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Re: [time-nuts] Measuring coax temperature coefficient with a TICC

2017-04-20 Thread Tom Van Baak
> Please forgive my ignorance but what is a TICC?
> Regards
> John P

Short answer:

https://www.febo.com/pages/TICC/

https://www.tapr.org/kits_ticc.html

Long answer:

When working with precise time one of the very first instruments you'll want is 
a frequency counter. But when your clocks get accurate enough that your counter 
always reads 9.999 or 9.99 or 10.0 a different measurement approach 
is called for. This is where a phase meter or Time Interval Counter (TIC) is 
useful: instead of making a frequency measurement for a fixed duration (gate 
time), you can instead continuously monitor the slow and steady drift in phase 
(time) between two sources; over seconds, over hundreds of seconds, even over 
days. Programs like Stable32 or TimeLab can make phase, frequency, or stability 
plots from the data set.

That's why a TIC can be used to measure coax temperature coefficient. A 
frequency counter can't do that.

Most of us get our counters from eBay where the favorite TIC's are SR 620, hp 
5335, hp 5370, hp 53132. But it has always been a challenge to make a modern, 
cheap, homebrew TIC that matches commercial instruments in performance. Over 
the years a number of time nuts have tried to make sub-nanosecond counters. The 
most recent time interval counter by John Ackermann, the "TICC", is a winner. 
See the links above for details.

By using a recent off-the-shelf TDC (time to digital) chip from ti.com John 
avoided the complexity and analog calibration of earlier amateur designs. In 
order to allow arbitrary range of interval, he actually uses two TDC chips; one 
to precisely time the start pulse, and another to time the stop pulse.

Moreover, John's "TICC" exposes the underlying start and stop channel 
timestamps so that the board not only acts like a simple start=A stop=B TIC, 
but can also be used as a dual-channel time-stamping counter (TSC). Unlike 
commercial counters, both the A and B inputs can collect data simultaneously 
and independently if you want. This avoids certain deadtime, collision and 
sampling issues that many commercial TIC's have. So it's a very nice design, 
and low cost, and open source.

/tvb


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[time-nuts] Berkeley Nucleonics Phase Noise Testing system webinar

2017-04-20 Thread Dave M
Thought this might be of interest ---

I own couple BNC (Berkeley Nucleonics Corp) instruments, and get ads from 
them occasionally. Perhaps someone in the group might be interested, since 
we all are interested in measuring and limiting phase noise in our sources. 
Obviously, they are promoting their technology, but they might have 
something new and interesting to offer.


Take advantage of this opportunity to register for BNC's Evolution Series 
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Re: [time-nuts] Measuring coax temperature coefficient with a TICC

2017-04-20 Thread John Ponsonby
Please forgive my ignorance but what is a TICC?
Regards
John P
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Re: [time-nuts] Name of integral of timing residual

2017-04-20 Thread Bob kb8tq
Hi

On a normal GPSDO holdover spec, you are concerned with the maximum
time error over a specified period. Generally it’s going to be a 24 hour 
holdover,
but it can be longer or shorter depending on the application. The good old CDMA
spec got out into the 10 to 11 us range at 24 hours. Various OEM’s padded the 
number 
to give a bit of wiggle room. The spec typically referred to it as “maximum 
allowed error”. While a straight(ish) line from zero to max is a typical 
example, they
really didn’t care if it was a second, third, or fourth order wiggle bouncing 
go either side
of zero over the period. Figure 8  in the application note is a pretty good 
example of this. 
I *think* what is being asked for is the integral of figure 8 ….which is indeed 
not
something I’ve ever seen named. 

Bob

> On Apr 20, 2017, at 8:26 AM, Tim Shoppa  wrote:
> 
> I looked at AN1279 and other HP Smartclock documents that were written for
> the telco holdover specs, and they always put a zero axis on the frequency
> offset, but I was surprised that for example fig A4 of AN1279 seems to be
> suppressing the zero axis for the time error. So they seemed to be
> unconcerned with the integral you speak of.
> 
> Tim N3QE
> 
> 
> On Thu, Apr 20, 2017 at 1:17 AM, Jim Palfreyman  wrote:
> 
>> Folks,
>> 
>> I'm after the formal name of something (if it exists), and this group, if
>> any, should know.
>> 
>> Consider a plot of a timing residual vs time. Say a watch against a maser,
>> residual=watch-maser.
>> 
>> Now if I now plot the cumulative sum (think integral) of the residual,
>> that's going to give me an overall view of how the clock is performing over
>> time. (If it helps, think of PID controllers and how they work in the "I"
>> part.)
>> 
>> Now if you look at *motion* of an object over time, and you integrate its
>> acceleration you get velocity, integrate again you get displacement.
>> Integrate again and you get "absement" and again you get "abcity" (I only
>> recently discovered these terms).
>> 
>> Does the integral of a timing residual have a name, and does the integral
>> of *that* have a name as well?
>> 
>> Any thoughts?
>> 
>> 
>> Jim Palfreyman
>> ___
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>> To unsubscribe, go to https://www.febo.com/cgi-bin/
>> mailman/listinfo/time-nuts
>> and follow the instructions there.
>> 
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Re: [time-nuts] Name of integral of timing residual

2017-04-20 Thread Tim Shoppa
I looked at AN1279 and other HP Smartclock documents that were written for
the telco holdover specs, and they always put a zero axis on the frequency
offset, but I was surprised that for example fig A4 of AN1279 seems to be
suppressing the zero axis for the time error. So they seemed to be
unconcerned with the integral you speak of.

Tim N3QE


On Thu, Apr 20, 2017 at 1:17 AM, Jim Palfreyman  wrote:

> Folks,
>
> I'm after the formal name of something (if it exists), and this group, if
> any, should know.
>
> Consider a plot of a timing residual vs time. Say a watch against a maser,
> residual=watch-maser.
>
> Now if I now plot the cumulative sum (think integral) of the residual,
> that's going to give me an overall view of how the clock is performing over
> time. (If it helps, think of PID controllers and how they work in the "I"
> part.)
>
> Now if you look at *motion* of an object over time, and you integrate its
> acceleration you get velocity, integrate again you get displacement.
> Integrate again and you get "absement" and again you get "abcity" (I only
> recently discovered these terms).
>
> Does the integral of a timing residual have a name, and does the integral
> of *that* have a name as well?
>
> Any thoughts?
>
>
> Jim Palfreyman
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> mailman/listinfo/time-nuts
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Re: [time-nuts] Name of integral of timing residual

2017-04-20 Thread Bob kb8tq
Hi

Hi

I think your “quest” to find the terms as they relate to motion is a pretty good
example of just how unusual these terms are. Once you go past displacement, 
they are hardly common vocabulary. My guess is that nobody has ever come
up with terms in the time domain that have made it into the common vocabulary
describing this stuff. 

Bob


> On Apr 20, 2017, at 1:17 AM, Jim Palfreyman  wrote:
> 
> Folks,
> 
> I'm after the formal name of something (if it exists), and this group, if
> any, should know.
> 
> Consider a plot of a timing residual vs time. Say a watch against a maser,
> residual=watch-maser.
> 
> Now if I now plot the cumulative sum (think integral) of the residual,
> that's going to give me an overall view of how the clock is performing over
> time. (If it helps, think of PID controllers and how they work in the "I"
> part.)
> 
> Now if you look at *motion* of an object over time, and you integrate its
> acceleration you get velocity, integrate again you get displacement.
> Integrate again and you get "absement" and again you get "abcity" (I only
> recently discovered these terms).
> 
> Does the integral of a timing residual have a name, and does the integral
> of *that* have a name as well?
> 
> Any thoughts?
> 
> 
> Jim Palfreyman
> ___
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Re: [time-nuts] Name of integral of timing residual

2017-04-20 Thread David C. Partridge
I think that should be "absity" (s not c)

Dave

-Original Message-
From: time-nuts [mailto:time-nuts-boun...@febo.com] On Behalf Of Jim Palfreyman
Sent: 20 April 2017 06:18
To: Discussion of precise time and frequency measurement
Subject: [time-nuts] Name of integral of timing residual

> Now if you look at *motion* of an object over time, and you integrate its 
> acceleration you get velocity, integrate again you get displacement.
> Integrate again and you get "absement" and again you get "abcity" (I only 
> recently discovered these terms).

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Re: [time-nuts] Name of integral of timing residual

2017-04-20 Thread Magnus Danielson

Hi,

On 04/20/2017 07:17 AM, Jim Palfreyman wrote:

Folks,

I'm after the formal name of something (if it exists), and this group, if
any, should know.

Consider a plot of a timing residual vs time. Say a watch against a maser,
residual=watch-maser.

Now if I now plot the cumulative sum (think integral) of the residual,
that's going to give me an overall view of how the clock is performing over
time. (If it helps, think of PID controllers and how they work in the "I"
part.)

Now if you look at *motion* of an object over time, and you integrate its
acceleration you get velocity, integrate again you get displacement.
Integrate again and you get "absement" and again you get "abcity" (I only
recently discovered these terms).

Does the integral of a timing residual have a name, and does the integral
of *that* have a name as well?

Any thoughts?


Wither it is timing residuals (time error (TE) or time interval error 
(TIE) ) or time itself does not change the core of it being integrated time.


I have never heard of any definition for is, as we have for phase, 
frequency and linear drift.


When considering similar problems with charge and current you end up 
with As (or Ah) which is a measure of energy (assuming a voltage), often 
referred to as capacity, but it doesn't really help.


In this case, integrated time error is what I would use. It is not as 
catchy, but it is correct at least.


Cheers,
Magnus
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