Discussion:
[time-nuts] HP5061B Versus HP5071 Cesium Line Frequencies
Donald E. Pauly
2017-05-26 02:55:57 UTC
Permalink
https://www.febo.com/pipermail/time-nuts/2017-May/105298.html

The synthesizer in the HP5061B generates a frequency of about
9,192,631,772.5 cps when the 5 mc oscillator is exactly on frequency.
First the 5 mc oscillator is multiplied by 18 to 90 mc on the A1
board. That in turn is multiplied by 102 in the A4 board to give
9,180 mc.

The 5 mc is also divided by 4079 to produce 1,225.790635 cps. That in
turn is multiplied by 10,305 to produce 12,631,772.5 cps. This is
added to the 9180 mc in the A4 mixer to produce the final frequency of
9,192,631,772.5 cps approximately. This is higher than the defined
frequency of 9,192,631,770 cps by about 2.5 cps or 271·10^-12. If I
figured it right, the C field adjustment only has a range of
40·10^-12. This seems to be insufficient to put the standard on
frequency.

Can anyone explain these mysteries? Does anyone know why this
frequency was chosen? Does anyone know the choice for the frequency
of the HP5071 cesium?

πθ°μΩω±√·Γλ
WB0KV
4,079=prime
10,305=5x9x229
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Tom Van Baak
2017-05-26 04:23:55 UTC
Permalink
Donald,

You're familiar with the 9,192,631,770 Hz definition of the SI second; but that's only for an "unperturbed" atom. The bad news is that in order to make the cesium beam operate at the central resonance peak one actually has to violate the SI definition and perturb it -- by applying a magnetic field (the so-called C-field), as well as other factors. This cannot be avoided. The good news is that the shift can be calculated.

In other words, because a magnetic field must be applied the actual cesium resonance frequency is not 9192.631770 MHz. The synthesizer locks to the peak, but the peak is at a slightly higher frequency than the nominal book value. This detailed note from hp may help:

http://leapsecond.com/museum/hp5062c/theory.htm

Different model beam tubes use different field strength / Zeeman frequency. Search the archives for lots of good postings about all these magic frequencies -- google: site:febo.com zeeman

If you want to see what the resonance peaks (all 7 of them) actually look after the C-field is applied see:

http://leapsecond.com/pages/cspeak/
and (poster size):
http://leapsecond.com/pages/cfield/

See also John's version:

http://www.ke5fx.com/cs.htm

One final comment -- the perturbed vs. unperturbed issue is far more complex than a single correction. To get an idea of the math and physics complexity of a laboratory Cs beam standard read some of these:

http://tf.nist.gov/general/pdf/1497.pdf
http://tf.nist.gov/general/pdf/65.pdf
http://tf.boulder.nist.gov/general/pdf/101.pdf

/tvb

----- Original Message -----
From: "Donald E. Pauly" <***@gmail.com>
To: "time-nuts" <time-***@febo.com>; "Donald E. Pauly" <***@gmail.com>
Sent: Thursday, May 25, 2017 7:55 PM
Subject: [time-nuts] HP5061B Versus HP5071 Cesium Line Frequencies


https://www.febo.com/pipermail/time-nuts/2017-May/105298.html

The synthesizer in the HP5061B generates a frequency of about
9,192,631,772.5 cps when the 5 mc oscillator is exactly on frequency.
First the 5 mc oscillator is multiplied by 18 to 90 mc on the A1
board. That in turn is multiplied by 102 in the A4 board to give
9,180 mc.

The 5 mc is also divided by 4079 to produce 1,225.790635 cps. That in
turn is multiplied by 10,305 to produce 12,631,772.5 cps. This is
added to the 9180 mc in the A4 mixer to produce the final frequency of
9,192,631,772.5 cps approximately. This is higher than the defined
frequency of 9,192,631,770 cps by about 2.5 cps or 271·10^-12. If I
figured it right, the C field adjustment only has a range of
40·10^-12. This seems to be insufficient to put the standard on
frequency.

Can anyone explain these mysteries? Does anyone know why this
frequency was chosen? Does anyone know the choice for the frequency
of the HP5071 cesium?

πθ°μΩω±√·Γλ
WB0KV
4,079=prime
10,305=5x9x229
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Richard (Rick) Karlquist
2017-05-26 18:35:44 UTC
Permalink
Wow Tom, great posting. All I can add is that in the 5061 there is
a tradeoff that the higher the C field is, the more sensitive it is
to errors. That tempered the decision in the past. With the 5071,
we have Zeeman line sampling so that the C field can be measured
by physics, not by precision magnetics. IIRC, this allowed Len
Cutler to use a larger C field. Separating the lines farther is
more important in the 5071A because the other error sources are
reduced.

Rick Karlquist
Post by Tom Van Baak
Donald,
You're familiar with the 9,192,631,770 Hz definition of the SI second; but that's only for an "unperturbed" atom. The bad news is that in order to make the cesium beam operate at the central resonance peak one actually has to violate the SI definition and perturb it -- by applying a magnetic field (the so-called C-field), as well as other factors. This cannot be avoided. The good news is that the shift can be calculated.
http://leapsecond.com/museum/hp5062c/theory.htm
Different model beam tubes use different field strength / Zeeman frequency. Search the archives for lots of good postings about all these magic frequencies -- google: site:febo.com zeeman
http://leapsecond.com/pages/cspeak/
http://leapsecond.com/pages/cfield/
http://www.ke5fx.com/cs.htm
http://tf.nist.gov/general/pdf/1497.pdf
http://tf.nist.gov/general/pdf/65.pdf
http://tf.boulder.nist.gov/general/pdf/101.pdf
/tvb
----- Original Message -----
Sent: Thursday, May 25, 2017 7:55 PM
Subject: [time-nuts] HP5061B Versus HP5071 Cesium Line Frequencies
https://www.febo.com/pipermail/time-nuts/2017-May/105298.html
The synthesizer in the HP5061B generates a frequency of about
9,192,631,772.5 cps when the 5 mc oscillator is exactly on frequency.
First the 5 mc oscillator is multiplied by 18 to 90 mc on the A1
board. That in turn is multiplied by 102 in the A4 board to give
9,180 mc.
The 5 mc is also divided by 4079 to produce 1,225.790635 cps. That in
turn is multiplied by 10,305 to produce 12,631,772.5 cps. This is
added to the 9180 mc in the A4 mixer to produce the final frequency of
9,192,631,772.5 cps approximately. This is higher than the defined
frequency of 9,192,631,770 cps by about 2.5 cps or 271·10^-12. If I
figured it right, the C field adjustment only has a range of
40·10^-12. This seems to be insufficient to put the standard on
frequency.
Can anyone explain these mysteries? Does anyone know why this
frequency was chosen? Does anyone know the choice for the frequency
of the HP5071 cesium?
πθ°μΩω±√·Γλ
WB0KV
4,079=prime
10,305=5x9x229
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Donald E. Pauly
2017-05-26 23:34:04 UTC
Permalink
https://www.febo.com/pipermail/time-nuts/2017-May/105298.html

Those were interesting links. C field levels are a small fraction of
the earth's field of 700 milliGauss. The C field winding is a few
turns inside the beam tube. They are driven by several different
possible currents depending upon the desired frequency correction.
For the HP5061B it is 24.5 mA for the standard tube at 100%. At the
0% point of the C field, the cesium resonance is unaffected. At the
50% point, it is shifted upward by the amount of error in the
microwave frequency. This varies depending on synthesizer design. At
the 100% point, the error is reversed to give a reverse adjustment
range equal to the original error.

An electron orbits in a magnetic field with frequency f=qB/(2πm).
(q=charge, B=field strength, m=electron mass) The Zeeman frequency is
the same as the frequency of an electron orbit in a field equal to 25%
of C field listed. The square of the C field gives the frequency
shift in the cesium line. I saw 90 mG listed for the 5062C but I
think that it should be 100 mG.

There is a test for the beam tube when the rf drive is removed and the
LF coil is driven with a frequency equal to half the Zeeman frequency.
It induces a peak that checks the operation of the tube without rf.
Does anyone know what is actually going on then? We had a bad beam
tube that failed this test.

model|freq error cps|Zeeman freq kc|C field|(milliGauss)
5061A 2.50 53.53 76 mG
5061B 1.59 42.82 61 mG
5062C 4.30 70.40 (100 mG?)

πθ°μΩω±√·Γλ
WB0KV


---------- Forwarded message ----------
From: Tom Van Baak <***@leapsecond.com>
Date: Thu, May 25, 2017 at 9:23 PM
Subject: Re: [time-nuts] HP5061B Versus HP5071 Cesium Line Frequencies
To: Discussion of precise time and frequency measurement <time-***@febo.com>


Donald,

You're familiar with the 9,192,631,770 Hz definition of the SI second;
but that's only for an "unperturbed" atom. The bad news is that in
order to make the cesium beam operate at the central resonance peak
one actually has to violate the SI definition and perturb it -- by
applying a magnetic field (the so-called C-field), as well as other
factors. This cannot be avoided. The good news is that the shift can
be calculated.

In other words, because a magnetic field must be applied the actual
cesium resonance frequency is not 9192.631770 MHz. The synthesizer
locks to the peak, but the peak is at a slightly higher frequency than
the nominal book value. This detailed note from hp may help:

http://leapsecond.com/museum/hp5062c/theory.htm

Different model beam tubes use different field strength / Zeeman
frequency. Search the archives for lots of good postings about all
these magic frequencies -- google: site:febo.com zeeman

If you want to see what the resonance peaks (all 7 of them) actually
look after the C-field is applied see:

http://leapsecond.com/pages/cspeak/
and (poster size):
http://leapsecond.com/pages/cfield/

See also John's version:

http://www.ke5fx.com/cs.htm

One final comment -- the perturbed vs. unperturbed issue is far more
complex than a single correction. To get an idea of the math and
physics complexity of a laboratory Cs beam standard read some of
these:

http://tf.nist.gov/general/pdf/1497.pdf
http://tf.nist.gov/general/pdf/65.pdf
http://tf.boulder.nist.gov/general/pdf/101.pdf

/tvb

----- Original Message -----
From: "Donald E. Pauly" <***@gmail.com>
To: "time-nuts" <time-***@febo.com>; "Donald E. Pauly" <***@gmail.com>
Sent: Thursday, May 25, 2017 7:55 PM
Subject: [time-nuts] HP5061B Versus HP5071 Cesium Line Frequencies


https://www.febo.com/pipermail/time-nuts/2017-May/105298.html

The synthesizer in the HP5061B generates a frequency of about
9,192,631,772.5 cps when the 5 mc oscillator is exactly on frequency.
First the 5 mc oscillator is multiplied by 18 to 90 mc on the A1
board. That in turn is multiplied by 102 in the A4 board to give
9,180 mc.

The 5 mc is also divided by 4079 to produce 1,225.790635 cps. That in
turn is multiplied by 10,305 to produce 12,631,772.5 cps. This is
added to the 9180 mc in the A4 mixer to produce the final frequency of
9,192,631,772.5 cps approximately. This is higher than the defined
frequency of 9,192,631,770 cps by about 2.5 cps or 271·10^-12. If I
figured it right, the C field adjustment only has a range of
40·10^-12. This seems to be insufficient to put the standard on
frequency.

Can anyone explain these mysteries? Does anyone know why this
frequency was chosen? Does anyone know the choice for the frequency
of the HP5071 cesium?

πθ°μΩω±√·Γλ
WB0KV
4,079=prime
10,305=5x9x229
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c***@juno.com
2017-05-26 16:03:34 UTC
Permalink
Donald,

HP changed from 12.631771.6 Mhz to 12.631772.5 Mhz in the later days.

The Zeeman frequency changed to correspond from 42.82Khz to 53.53Khz.

The 5071A uses a Zeeman frequency of 39.949Khz.

I believe they liked the stability a bit more at the different C-field
current.

Either way will put you correctly on frequency at the output (5 or 10Mhz)



See:

https://www.febo.com/pipermail/time-nuts/2005-April/018171.html

Read Toms reply and my post below his.

The 5071A synthesizer is always jumping around to control the C-field.

It's basic frequency is 131.8Khz

Basic info here.

http://leapsecond.com/corby/5071comb.pdf

Cheers,

Corby
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Donald E. Pauly
2017-05-27 21:08:19 UTC
Permalink
Tom:

The Greek letters are my pallet for common electronic letters. I
transposed two items in my last post and here they are corrected.
Note that the √(frequency error)=ratio of Zeeman frequencies as well
as ratio of C fields.

model/freq error cps/Zeeman freq kc/C field/(milliGauss)

5061A 1.59 42.82 61 mG
5061B 2.50 53.53 76 mG
5062C 4.30 70.40 (100 mG?)

I am investigating the total redesign of the HP5061B lock system for
vastly improved performance. It looks like the performance of the
HP5071A can be beaten by 10 to 1 for averaging times on the order of a
few seconds.

πθ°μΩω±√·Γλ
WB0KV

---------- Forwarded message ----------
From: Tom Van Baak <***@leapsecond.com>
Date: Fri, May 26, 2017 at 5:36 PM
Subject: Re: HP5061B Versus HP5071 Cesium Line Frequencies
To: "Donald E. Pauly" <***@gmail.com>

Donald,

I'm enjoying many of your 5061 posts the past few months. Fun isn't
is? Thanks for taking the time sharing them with the group.

Question...
Post by Donald E. Pauly
πθ°μΩω±√·Γλ
What's that Greek mean (70 3F B0 B5 4F 3F B1 76 B7 47 3F)?

Thanks,
/tvb
Moderator, http://leapsecond.com/time-nuts.htm
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Richard (Rick) Karlquist
2017-05-28 00:15:59 UTC
Permalink
Post by Donald E. Pauly
I am investigating the total redesign of the HP5061B lock system for
vastly improved performance. It looks like the performance of the
HP5071A can be beaten by 10 to 1 for averaging times on the order of a
few seconds.
πθ°μΩω±√·Γλ
WB0KV
That's an interesting claim, but it could be valid.
The 5071A flywheel is a 10811 selected for performance
and modified to have additional electronic tuning
range (I was involved in that) but otherwise it is
plain vanilla 10811. At a few seconds averaging time,
this oscillator is basically open loop. It might be
possible to improve a 5071A by simply finding a 10811
with exceptional short term stability. The tail of
the distribution curve went down at least an order of
magnitude, according to Jack Kusters at HP.

In any event, you could use an unmodified 5071A or maybe
a 5061B high performance option and discipline some
really good XO. Certainly, the 10811 isn't the world's best
XO. You'll need to prevent your XO from getting bothered
by microphonics, stray magnetic fields, 2G turnover, temperature
fluctuations, and humidity if not hermetic , etc. The 5071A is
impervious to all that as it is.

Is that what you had in mind?

I remember before I worked for HP visiting JPL's Goldstone
tracking station. They had a 5061A that disciplined a
hydrogen maser for VLBI. They said a plain 5061A was useless for their
work. OTOH, a hydrogen maser without drift correction was
also useless for their work. They had a huge room with 100's
of racks of equipment, but the 5061A and H maser had their
own dedicated room.

Rick Karlquist N6RK
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Bob kb8tq
2017-05-28 01:01:40 UTC
Permalink
Hi

Having run a 5071A with a *very* good 10811 in it, the OCXO does dictate what happens at 0.1 seconds.
Once you get past that, you are headed into a bit of a gray zone. You are partly looking at the Cs and partly
looking at the OCXO. Pushing out the crossover between the two could help you at 1 second. The gotcha is
that the “hump” will still be there, just a bit further out. The net effect at (say) 100 seconds could easily be worse
with the “fix”.

Bob
Post by Richard (Rick) Karlquist
Post by Donald E. Pauly
I am investigating the total redesign of the HP5061B lock system for
vastly improved performance. It looks like the performance of the
HP5071A can be beaten by 10 to 1 for averaging times on the order of a
few seconds.
πθ°μΩω±√·Γλ
WB0KV
That's an interesting claim, but it could be valid.
The 5071A flywheel is a 10811 selected for performance
and modified to have additional electronic tuning
range (I was involved in that) but otherwise it is
plain vanilla 10811. At a few seconds averaging time,
this oscillator is basically open loop. It might be
possible to improve a 5071A by simply finding a 10811
with exceptional short term stability. The tail of
the distribution curve went down at least an order of
magnitude, according to Jack Kusters at HP.
In any event, you could use an unmodified 5071A or maybe
a 5061B high performance option and discipline some
really good XO. Certainly, the 10811 isn't the world's best
XO. You'll need to prevent your XO from getting bothered
by microphonics, stray magnetic fields, 2G turnover, temperature
fluctuations, and humidity if not hermetic , etc. The 5071A is
impervious to all that as it is.
Is that what you had in mind?
I remember before I worked for HP visiting JPL's Goldstone
tracking station. They had a 5061A that disciplined a
hydrogen maser for VLBI. They said a plain 5061A was useless for their
work. OTOH, a hydrogen maser without drift correction was
also useless for their work. They had a huge room with 100's
of racks of equipment, but the 5061A and H maser had their
own dedicated room.
Rick Karlquist N6RK
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Donald E. Pauly
2017-05-29 18:13:37 UTC
Permalink
https://www.febo.com/pipermail/time-nuts/2017-May/105500.html

We recently did a partial alignment of the lock servo on our #2
HP5061B after replacing the beam tube. The previous owner had tried to
fix it by turning adjustments. This made a big improvement in the
lock. KB7APQ got the idea to use the audio spectrum analyzer in his I
Phone to measure the noise output of the beam tube.

We used the Beam I meter driver emitter follower for an audio source.
It provides about 0.4 Volts per 25 uA on the meter. A 100 ohm safety
resistor was in series with Q6 emitter on the A7 board. It was
followed by a 100 nFd condenser into the 100 k input impedance of the
I phone. Low frequency cutoff is about 16 cps.

See Loading Image... .
Start frequency is 4 cps and each bin is 8 cps wide. Center frequency
of each bin is 8 cps higher than the one before it. Frequency and
amplitude are both logarithmic. Amplitude is 12 db per division. The
first three bands show the low frequency rolloff of the coupling
condenser. Five harmonics of the 137 cps modulation frequency can be
seen.

For unknown reasons, a sharp null in the noise of about 2 db at 137
cps is seen. The servo nulls the 137 cps there but I can't see how
the noise could be nulled. The prominent second harmonic at 274 cps
is normal. It measures -74 db below reference. I calculated it at
about 0.15 V pp or 53 mV rms. The third harmonic at 411 cps again
shows up as a 2 db noise null for unknown reasons.The fourth harmonic
at 548 cps cannot be seen. The fifth harmonic at 685 cps barely breaks
thru the lower limit of the spectrum analyzer.

It looks like rectifier pulse harmonics can be seen at 120 cps. They
may be getting thru the mu metal shields of the beam tube. That
frequency is right on the border of two bins. 360 cps third harmonic
of rectifier pulses can be seen. It appears in the middle of a bin.
An unknown signal is seen at 564 cps. This could be the +3500 power
supply frequency.

1 cps bandwidth noise in the 50 to 100 cps area seems to be about 20
db below the 274 cps second harmonic. This will determine the
possible lock improvement with improved modulation methods.

πθ°μΩω±√·Γλ
WB0KV


---------- Forwarded message ----------
From: Bob kb8tq <***@n1k.org>
Date: Sat, May 27, 2017 at 6:01 PM
Subject: Re: [time-nuts] HP5061B Versus HP5071 Cesium Line Frequencies
To: Discussion of precise time and frequency measurement <time-***@febo.com>

Hi

Having run a 5071A with a *very* good 10811 in it, the OCXO does
dictate what happens at 0.1 seconds. Once you get past that, you are
headed into a bit of a gray zone. You are partly looking at the Cs and
partly looking at the OCXO. Pushing out the crossover between the two
could help you at 1 second. The gotcha is that the “hump” will still
be there, just a bit further out. The net effect at (say) 100 seconds
could easily be worse
with the “fix”.

Bob
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Tom Van Baak
2017-05-28 01:27:34 UTC
Permalink
I agree with some of what Donald and Rick are saying.

But does anyone actually use a locked Cs standard for its short-term stability (e.g., tau < 10 s)? If that's your goal then what you do is run the standard in Cs-Off (free-run, standby) mode. Or just use best old OCXO you can find and forget the cesium entirely. I don't use a 5061/5071 as a short-term ref. For that a hand-picked FTS 1000/1200-series, or hp 10811, or Wenzel ULN, or BVA is much better. It's rare that you need both extreme long-term accuracy and extreme short-term stability at the same time, so this approach works well.

So while I'm eager to see Donald's results, I question their merit. The 5061 standards already have a very convenient Cs-Off switch right on the front panel. It is there so you get the pure 10811 performance when you need it. Use it. In fact there's lots of people run their precious 5061 in Cs-Off mode 23.9 hours a day and just turn on the Cs once a day, or once a week, to re-cal the oscillator. It's not there just to conserve cesium; you also get full 10811 short-term performance. Note also some 5061 have a short/long time-constant switch which also helps you tailor the ADEV you want out of the instrument.

/tvb

----- Original Message -----
From: "Richard (Rick) Karlquist" <***@karlquist.com>
To: "Discussion of precise time and frequency measurement" <time-***@febo.com>; "Donald E. Pauly" <***@gmail.com>
Sent: Saturday, May 27, 2017 5:15 PM
Subject: Re: [time-nuts] Fwd: HP5061B Versus HP5071 Cesium Line Frequencies
Post by Donald E. Pauly
I am investigating the total redesign of the HP5061B lock system for
vastly improved performance. It looks like the performance of the
HP5071A can be beaten by 10 to 1 for averaging times on the order of a
few seconds.
πθ°μΩω±√·Γλ
WB0KV
That's an interesting claim, but it could be valid.
The 5071A flywheel is a 10811 selected for performance
and modified to have additional electronic tuning
range (I was involved in that) but otherwise it is
plain vanilla 10811. At a few seconds averaging time,
this oscillator is basically open loop. It might be
possible to improve a 5071A by simply finding a 10811
with exceptional short term stability. The tail of
the distribution curve went down at least an order of
magnitude, according to Jack Kusters at HP.

In any event, you could use an unmodified 5071A or maybe
a 5061B high performance option and discipline some
really good XO. Certainly, the 10811 isn't the world's best
XO. You'll need to prevent your XO from getting bothered
by microphonics, stray magnetic fields, 2G turnover, temperature
fluctuations, and humidity if not hermetic , etc. The 5071A is
impervious to all that as it is.

Is that what you had in mind?

I remember before I worked for HP visiting JPL's Goldstone
tracking station. They had a 5061A that disciplined a
hydrogen maser for VLBI. They said a plain 5061A was useless for their
work. OTOH, a hydrogen maser without drift correction was
also useless for their work. They had a huge room with 100's
of racks of equipment, but the 5061A and H maser had their
own dedicated room.

Rick Karlquist N6RK
_______________________________________________
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c***@juno.com
2017-05-28 02:52:13 UTC
Permalink
Donald,

Will look forward to seeing your Allan Deviation plots before and after.
That will be the only way to verify your modification will make any
improvement.
I suspect the improvement at a few seconds will degrade it at other Tau.

Cheers,

Corby

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Björn Gabrielsson
2017-05-28 09:52:46 UTC
Permalink
Post by Tom Van Baak
So while I'm eager to see Donald's results, I question their merit. The
5061 standards already have a very convenient Cs-Off switch right on the
front panel. It is there so you get the pure 10811 performance when you
need it. Use it. In fact there's lots of people run their precious 5061
in
Post by Tom Van Baak
Cs-Off mode 23.9 hours a day and just turn on the Cs once a day, or once
a
Post by Tom Van Baak
week, to re-cal the oscillator. It's not there just to conserve cesium;
you also get full 10811 short-term performance. Note also some 5061 have
a
Post by Tom Van Baak
short/long time-constant switch which also helps you tailor the ADEV you
want out of the instrument.
Post by Tom Van Baak
/tvb
Very nice design by HP.

For the same era design, the OSA (telecom) module made other choices. When
turning off CS, they turn off power to the output module and the efc
tuning circuit.

So even if there is a nice and warm BVA inside - without burning CS - the
standard output is not working and also its off any manual tuning.

--

Björn




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Magnus Danielson
2017-05-28 12:20:33 UTC
Permalink
Hi,
Post by Tom Van Baak
Post by Tom Van Baak
So while I'm eager to see Donald's results, I question their merit. The
5061 standards already have a very convenient Cs-Off switch right on the
front panel. It is there so you get the pure 10811 performance when you
need it. Use it. In fact there's lots of people run their precious 5061
in
Post by Tom Van Baak
Cs-Off mode 23.9 hours a day and just turn on the Cs once a day, or once
a
Post by Tom Van Baak
week, to re-cal the oscillator. It's not there just to conserve cesium;
you also get full 10811 short-term performance. Note also some 5061 have
a
Post by Tom Van Baak
short/long time-constant switch which also helps you tailor the ADEV you
want out of the instrument.
Post by Tom Van Baak
/tvb
Very nice design by HP.
For the same era design, the OSA (telecom) module made other choices. When
turning off CS, they turn off power to the output module and the efc
tuning circuit.
So even if there is a nice and warm BVA inside - without burning CS - the
standard output is not working and also its off any manual tuning.
In addition, and I consider this somewhat of a design flaw, the external
voltage reference to the oscillator (pre-BVA or BVA) is also powered of,
so it drift south rather than stay put. Otherwise it would have been
easy to trim the oscillator for zero lock enforcement and then
free-wheel on the OCXO when Cs is powered down.

The OSA 3000 and 3100 cesiums are nice analog cesiums, but lacking the
refinement of digitally controlled that came later.

Cheers,
Magnus
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paul swed
2017-05-28 16:06:43 UTC
Permalink
Though I will never see a OSA 3000, It certainly sounds like a hack could
be done to obtain a Cs off reference. But then when you don't actually have
one you can make comments like that.
Sounds nice.
Regards
Paul
WB8TSL

On Sun, May 28, 2017 at 8:20 AM, Magnus Danielson <
Post by Magnus Danielson
Hi,
Post by Tom Van Baak
So while I'm eager to see Donald's results, I question their merit. The
5061 standards already have a very convenient Cs-Off switch right on the
front panel. It is there so you get the pure 10811 performance when you
need it. Use it. In fact there's lots of people run their precious 5061
in
Post by Tom Van Baak
Cs-Off mode 23.9 hours a day and just turn on the Cs once a day, or once
a
Post by Tom Van Baak
week, to re-cal the oscillator. It's not there just to conserve cesium;
you also get full 10811 short-term performance. Note also some 5061 have
a
Post by Tom Van Baak
short/long time-constant switch which also helps you tailor the ADEV you
want out of the instrument.
Post by Tom Van Baak
/tvb
Very nice design by HP.
For the same era design, the OSA (telecom) module made other choices. When
turning off CS, they turn off power to the output module and the efc
tuning circuit.
So even if there is a nice and warm BVA inside - without burning CS - the
standard output is not working and also its off any manual tuning.
In addition, and I consider this somewhat of a design flaw, the external
voltage reference to the oscillator (pre-BVA or BVA) is also powered of, so
it drift south rather than stay put. Otherwise it would have been easy to
trim the oscillator for zero lock enforcement and then free-wheel on the
OCXO when Cs is powered down.
The OSA 3000 and 3100 cesiums are nice analog cesiums, but lacking the
refinement of digitally controlled that came later.
Cheers,
Magnus
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Donald E. Pauly
2017-06-01 02:17:07 UTC
Permalink
https://www.febo.com/pipermail/time-nuts/2017-May/105554.html

Our attempt to measure the low frequency noise to determine the
possible lock improvement was a failure. We will have to get access to
the Loop Gain pot to get a flat signal at low impedance. Beware of
low frequency roll off.

I found out that the feedback amplifier on the A7 board causes the
electron multiplier output to roll off above 19 cps. It places an
8,200 pFd condenser across the 1 M load resistor which causes the roll
off. Here is a linear sweep up to 8 kc.
Loading Image... It shows
the 274 cps second harmonic as well as the 16 cps roll off.

Our previous posts involving various modulation schemes were correct
because we drove the scope directly from the electron multiplier.
While the meter driver is a convenient amplifier, you have to
disconnect C1 to prevent the low frequency roll off. The feedback
amplifier has a gain proportional to frequency. This restores
flatness above 19 cps for the loop gain pot. I got a gain of 141 at
137 cps with a lagging phase angle of 90°. R10 is loaded by C1 which
drops the level at that frequency by 7:1. Effective gain is about
20:1 on the Loop Gain pot in the hi gain position of S1. Gain is
about 7 in the low gain position. In both positions low frequency
roll off is about 19 cps.

πθ°μΩω±√·Γλ
WB0KV
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Donald E. Pauly
2017-06-02 02:04:16 UTC
Permalink
https://www.febo.com/pipermail/time-nuts/2017-May/105566.html

The lock system on the HP5071 is complex and expensive. My plan to
improve the HP5061B is to to use a pair of third overtone crystals
running at 91.9 mc and 100 mc. I have come up with the magic numbers
to lock them together. This eliminates all multipliers with the
exception of the A4 board. The 12.61 mc synthesizer input presently
wastes half the microwave power produced by the 90 mc input in the
unused lower sideband. Therefore only half the 91.9 mc drive is
required.

Eight bit ECL dividers in one package are available to perform the
necessary lock. When multiplied by 100 to the cesium resonance line,
the 91.9 mc frequency is a few cycles high so that C field currents
are reasonable. With crystal cuts for zero temperature coefficient at
25°C, it is possible to get along without an oven. Room temperature
performance at 25°C±5°C is ±15·10^-9. Oscillator warm up time would
be measured in seconds.

Square wave modulation of variable frequency and amplitude shows
promise for reducing the noise effects of the beam tube. You can
smoothly change the lock time constant, deviation and frequency. This
would avoid the big disturbance of the HP5061B when you switch from
OPR to LTC. (OPR=operate with 1 second time constant, LTC=operate with
100 second time constant)

πθ°μΩω±√·Γλ
WB0KV
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Richard (Rick) Karlquist
2017-06-02 05:01:48 UTC
Permalink
Direct multiplication to 9192 MHz isn't used
by any manufacturer of any atomic clock that I
know of, due to its well known disadvantages.
I can state for a fact that it was summarily
rejected by the designers of the 5060/5061
(Cutler, et al). In the 5071, I (being the
RF designer) also summarily rejected it.
The architecture that is instead used is indeed
complex and expensive as you say. It is
also ACCURATE.

Rick
Post by Donald E. Pauly
https://www.febo.com/pipermail/time-nuts/2017-May/105566.html
The lock system on the HP5071 is complex and expensive. My plan to
improve the HP5061B is to to use a pair of third overtone crystals
running at 91.9 mc and 100 mc. I have come up with the magic numbers
to lock them together. This eliminates all multipliers with the
exception of the A4 board. The 12.61 mc synthesizer input presently
wastes half the microwave power produced by the 90 mc input in the
unused lower sideband. Therefore only half the 91.9 mc drive is
required.
Eight bit ECL dividers in one package are available to perform the
necessary lock. When multiplied by 100 to the cesium resonance line,
the 91.9 mc frequency is a few cycles high so that C field currents
are reasonable. With crystal cuts for zero temperature coefficient at
25°C, it is possible to get along without an oven. Room temperature
performance at 25°C±5°C is ±15·10^-9. Oscillator warm up time would
be measured in seconds.
Square wave modulation of variable frequency and amplitude shows
promise for reducing the noise effects of the beam tube. You can
smoothly change the lock time constant, deviation and frequency. This
would avoid the big disturbance of the HP5061B when you switch from
OPR to LTC. (OPR=operate with 1 second time constant, LTC=operate with
100 second time constant)
πθ°μΩω±√·Γλ
WB0KV
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Bob kb8tq
2017-06-02 12:57:10 UTC
Permalink
Hi
Post by Donald E. Pauly
https://www.febo.com/pipermail/time-nuts/2017-May/105566.html
The lock system on the HP5071 is complex and expensive. My plan to
improve the HP5061B is to to use a pair of third overtone crystals
running at 91.9 mc and 100 mc. I have come up with the magic numbers
to lock them together. This eliminates all multipliers with the
exception of the A4 board. The 12.61 mc synthesizer input presently
wastes half the microwave power produced by the 90 mc input in the
unused lower sideband. Therefore only half the 91.9 mc drive is
required.
Eight bit ECL dividers in one package are available to perform the
necessary lock. When multiplied by 100 to the cesium resonance line,
the 91.9 mc frequency is a few cycles high so that C field currents
are reasonable. With crystal cuts for zero temperature coefficient at
25°C, it is possible to get along without an oven. Room temperature
performance at 25°C±5°C is ±15·10^-9.
I would suggest you check a few real crystals over the 20 to 40C range ….
With all the “stuff” in a 5061, it will change (rise) at least 10C after turn on.

Bob
Post by Donald E. Pauly
Oscillator warm up time would
be measured in seconds.
Square wave modulation of variable frequency and amplitude shows
promise for reducing the noise effects of the beam tube. You can
smoothly change the lock time constant, deviation and frequency. This
would avoid the big disturbance of the HP5061B when you switch from
OPR to LTC. (OPR=operate with 1 second time constant, LTC=operate with
100 second time constant)
πθ°μΩω±√·Γλ
WB0KV
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Donald E. Pauly
2017-06-02 18:09:12 UTC
Permalink
https://www.febo.com/pipermail/time-nuts/2017-May/105566.html

If we build this circuit it would be a bench model not designed to be
inside a hot chassis. It would be able to lock ± 5° C of 25° C. My
idea of an oven is to keep the crystal and oscillator at 25° C ±0.001
°C with 60 second warm up/cool down time.

πθ°μΩω±√·Γλ
WB0KVV

---------- Forwarded message ----------
From: Bob kb8tq <***@n1k.org>
Date: Fri, Jun 2, 2017 at 5:57 AM
Subject: Re: [time-nuts] HP5061B Versus HP5071 Cesium Line Frequencies
To: Discussion of precise time and frequency measurement <time-***@febo.com>

Hi

I would suggest you check a few real crystals over the 20 to 40C range ….
With all the “stuff” in a 5061, it will change (rise) at least 10C
after turn on.

Bob
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Bob kb8tq
2017-06-02 19:07:56 UTC
Permalink
Hi

If you are going to use an oven, it’s better to run it at the turn temperature of
the crystal. That would put you above 50C for an AT and a bit higher still for an SC.

Bob
Post by Donald E. Pauly
https://www.febo.com/pipermail/time-nuts/2017-May/105566.html
If we build this circuit it would be a bench model not designed to be
inside a hot chassis. It would be able to lock ± 5° C of 25° C. My
idea of an oven is to keep the crystal and oscillator at 25° C ±0.001
°C with 60 second warm up/cool down time.
πθ°μΩω±√·Γλ
WB0KVV
---------- Forwarded message ----------
Date: Fri, Jun 2, 2017 at 5:57 AM
Subject: Re: [time-nuts] HP5061B Versus HP5071 Cesium Line Frequencies
Hi
I would suggest you check a few real crystals over the 20 to 40C range ….
With all the “stuff” in a 5061, it will change (rise) at least 10C after turn on.
Bob
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Bob kb8tq
2017-06-02 19:22:24 UTC
Permalink
Hi

Any real crystal you buy will have a tolerance on the angle. In the case of a crystal cut for turn
the temperature will be a bit different and you will match your oven to it. If you attempt a zero
angle cut, you will never really hit it and there is no way to compensate for the problem.

Bob
A cut at that angle has no turn over temperature. The zero temperature coefficient point is 25°. Its temperature coefficient everywhere else is positive.
Hi
If you are going to use an oven, it’s better to run it at the turn temperature of
the crystal. That would put you above 50C for an AT and a bit higher still for an SC.
Bob
https://www.febo.com/pipermail/time-nuts/2017-May/105566.html <https://www.febo.com/pipermail/time-nuts/2017-May/105566.html>
If we build this circuit it would be a bench model not designed to be
inside a hot chassis. It would be able to lock ± 5° C of 25° C. My
idea of an oven is to keep the crystal and oscillator at 25° C ±0.001
°C with 60 second warm up/cool down time.
πθ°μΩω±√·Γλ
WB0KVV
---------- Forwarded message ----------
Date: Fri, Jun 2, 2017 at 5:57 AM
Subject: Re: [time-nuts] HP5061B Versus HP5071 Cesium Line Frequencies
Hi
I would suggest you check a few real crystals over the 20 to 40C range ….
With all the “stuff” in a 5061, it will change (rise) at least 10C after turn on.
Bob
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To unsubscribe, go to https://www.febo.com/cgi-bin/mailman/listinfo/time-nuts <https://www.febo.com/cgi-bin/mailman/listinfo/time-nuts>
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Donald E. Pauly
2017-06-02 19:40:58 UTC
Permalink
That is not true. I say that thermal coolers have made ovens obsolete. A
zero temperature coefficient at room temperature is easier to hit than a
zero temperature at the upper turnover point when such a thing exists. See
curve 0 in Figure 6 at https://coloradocrystal.com/applications/ .

πθ°μΩω±√·Γ
WB0KVV
Post by Bob kb8tq
Hi
Any real crystal you buy will have a tolerance on the angle. In the case
of a crystal cut for turn
the temperature will be a bit different and you will match your oven to
it. If you attempt a zero
angle cut, you will never really hit it and there is no way to compensate for the problem.
Bob
A cut at that angle has no turn over temperature. The zero temperature
coefficient point is 25°. Its temperature coefficient everywhere else is
positive.
Post by Bob kb8tq
Hi
If you are going to use an oven, it’s better to run it at the turn temperature of
the crystal. That would put you above 50C for an AT and a bit higher still for an SC.
Bob
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Donald E. Pauly
2017-06-02 21:51:22 UTC
Permalink
# 2 is not true. A cut has either two turning points or zero. Where
both turning points exist there are two temperatures at which the
temperature coefficient of frequency is zero. Cut 0 on figure 6 at
https://coloradocrystal.com/applications has no turnover point. It is
neither fish nor fowl. Cut 6 is the normal AT curve with extremes of
±16 ppm for -55° C thru +105° C. All curves normally intersect at 25°
C rather than the 27° C shown. 25° C is half way between -55° C thru
+105° C. Curve 6 is the Tchebychev polynomial y=4x^3-3x and curve 0
is y=4x^3.

Consider the standard AT cut which has turnover points at -15° C and
65° C. The lower turnover would ordinarily not be used in ovens. A
set point error of ±1° C in the upper turnover point at 65° C results
in a frequency error of +14.875·10^-9. For cut 0, that same ±1° error
in room temperature results in a frequency error of ±31.25·10^-12.
This is an improvement of 476 to 1. You apparently have not thought
thru what improvements are possible with thermal coolers/heaters.
Among these is near instant warm up and greatly reduced power for
thermal management.

πθ°μΩω±√·Γ
WB0KVV

---------- Forwarded message ----------
From: Bob kb8tq <***@n1k.org>
Date: Fri, Jun 2, 2017 at 12:43 PM
Subject: Re: HP5061B Versus HP5071 Cesium Line Frequencies
To: "Donald E. Pauly" <***@gmail.com>

Hi

Which statement is not true:

1) That there is a tolerance on the cut angle of a crystal?

2) That true zero temperature coefficient only happens at the turn?

3) That heater based controllers are impossible to build?

Bob

On Jun 2, 2017, at 3:40 PM, Donald E. Pauly <***@gmail.com> wrote:

That is not true. I say that thermal coolers have made ovens
obsolete. A zero temperature coefficient at room temperature is
easier to hit than a zero temperature at the upper turnover point when
such a thing exists. See
curve 0 in Figure 6 at https://coloradocrystal.com/applications/ .

πθ°μΩω±√·Γ
WB0KVV
Post by Bob kb8tq
Hi
Any real crystal you buy will have a tolerance on the angle. In the case of a crystal cut for turn
the temperature will be a bit different and you will match your oven to it. If you attempt a zero
angle cut, you will never really hit it and there is no way to compensate for the problem.
Bob
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Bob kb8tq
2017-06-02 22:48:14 UTC
Permalink
Hi

How many OCXO’s have you actually built?

Bob
Post by Donald E. Pauly
# 2 is not true. A cut has either two turning points or zero. Where
both turning points exist there are two temperatures at which the
temperature coefficient of frequency is zero. Cut 0 on figure 6 at
https://coloradocrystal.com/applications has no turnover point. It is
neither fish nor fowl. Cut 6 is the normal AT curve with extremes of
±16 ppm for -55° C thru +105° C. All curves normally intersect at 25°
C rather than the 27° C shown. 25° C is half way between -55° C thru
+105° C. Curve 6 is the Tchebychev polynomial y=4x^3-3x and curve 0
is y=4x^3.
Consider the standard AT cut which has turnover points at -15° C and
65° C. The lower turnover would ordinarily not be used in ovens. A
set point error of ±1° C in the upper turnover point at 65° C results
in a frequency error of +14.875·10^-9. For cut 0, that same ±1° error
in room temperature results in a frequency error of ±31.25·10^-12.
This is an improvement of 476 to 1. You apparently have not thought
thru what improvements are possible with thermal coolers/heaters.
Among these is near instant warm up and greatly reduced power for
thermal management.
πθ°μΩω±√·Γ
WB0KVV
---------- Forwarded message ----------
Date: Fri, Jun 2, 2017 at 12:43 PM
Subject: Re: HP5061B Versus HP5071 Cesium Line Frequencies
Hi
1) That there is a tolerance on the cut angle of a crystal?
2) That true zero temperature coefficient only happens at the turn?
3) That heater based controllers are impossible to build?
Bob
That is not true. I say that thermal coolers have made ovens
obsolete. A zero temperature coefficient at room temperature is
easier to hit than a zero temperature at the upper turnover point when
such a thing exists. See
curve 0 in Figure 6 at https://coloradocrystal.com/applications/ .
πθ°μΩω±√·Γ
WB0KVV
Post by Bob kb8tq
Hi
Any real crystal you buy will have a tolerance on the angle. In the case of a crystal cut for turn
the temperature will be a bit different and you will match your oven to it. If you attempt a zero
angle cut, you will never really hit it and there is no way to compensate for the problem.
Bob
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Bob kb8tq
2017-06-02 22:50:13 UTC
Permalink
Hi

Have you checked out the papers from the 1950 and `1960’s where they actually tried what you
propose with essentially the same parts you are looking at using?

Bob
Post by Donald E. Pauly
# 2 is not true. A cut has either two turning points or zero. Where
both turning points exist there are two temperatures at which the
temperature coefficient of frequency is zero. Cut 0 on figure 6 at
https://coloradocrystal.com/applications has no turnover point. It is
neither fish nor fowl. Cut 6 is the normal AT curve with extremes of
±16 ppm for -55° C thru +105° C. All curves normally intersect at 25°
C rather than the 27° C shown. 25° C is half way between -55° C thru
+105° C. Curve 6 is the Tchebychev polynomial y=4x^3-3x and curve 0
is y=4x^3.
Consider the standard AT cut which has turnover points at -15° C and
65° C. The lower turnover would ordinarily not be used in ovens. A
set point error of ±1° C in the upper turnover point at 65° C results
in a frequency error of +14.875·10^-9. For cut 0, that same ±1° error
in room temperature results in a frequency error of ±31.25·10^-12.
This is an improvement of 476 to 1. You apparently have not thought
thru what improvements are possible with thermal coolers/heaters.
Among these is near instant warm up and greatly reduced power for
thermal management.
πθ°μΩω±√·Γ
WB0KVV
---------- Forwarded message ----------
Date: Fri, Jun 2, 2017 at 12:43 PM
Subject: Re: HP5061B Versus HP5071 Cesium Line Frequencies
Hi
1) That there is a tolerance on the cut angle of a crystal?
2) That true zero temperature coefficient only happens at the turn?
3) That heater based controllers are impossible to build?
Bob
That is not true. I say that thermal coolers have made ovens
obsolete. A zero temperature coefficient at room temperature is
easier to hit than a zero temperature at the upper turnover point when
such a thing exists. See
curve 0 in Figure 6 at https://coloradocrystal.com/applications/ .
πθ°μΩω±√·Γ
WB0KVV
Post by Bob kb8tq
Hi
Any real crystal you buy will have a tolerance on the angle. In the case of a crystal cut for turn
the temperature will be a bit different and you will match your oven to it. If you attempt a zero
angle cut, you will never really hit it and there is no way to compensate for the problem.
Bob
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Donald E. Pauly
2017-06-02 23:45:36 UTC
Permalink
https://www.febo.com/pipermail/time-nuts/2017-May/105566.html

Electronic thermal coolers did not exist then so it could not be done.
Electronic temperature sensors did not exist either. That crystal cut
has been known since the 1940's at least. It has been neglected
because of limited temperature range. It yields ±1 ppm over a range of
±20° C from 25° C. A slightly different angle of cut can yield ±250
ppb over that range. (4:1 improvement) Contrast that with a normal AT
cut which yields ±9 ppm over that range.

I built an oven with an Analog Devices temperature sensor 20 years
ago. I did not have time to incorporate foam insulation. The heater
power was not available to run it at 65° C without insulation. It had
to run at 40° C and it would hold about 1 ppb over a few hours. It
would hold the crystal within 0.01° or so but it was far away from the
turnover temperature. Convection currents cause problems. It
convinced me that ovens were headaches. Thermal coolers remove most
of these.

πθ°μΩω±√·Γ
WB0KVV

---------- Forwarded message ----------
From: Bob kb8tq <***@n1k.org>
Date: Fri, Jun 2, 2017 at 3:50 PM
Subject: Re: [time-nuts] HP5061B Versus HP5071 Cesium Line Frequencies
To: Discussion of precise time and frequency measurement <time-***@febo.com>
Cc: "***@aol.com" <***@aol.com>, "Donald E. Pauly"
<***@gmail.com>


Hi

Have you checked out the papers from the 1950 and `1960’s where they
actually tried what you
propose with essentially the same parts you are looking at using?

Bob
Post by Donald E. Pauly
# 2 is not true. A cut has either two turning points or zero. Where
both turning points exist there are two temperatures at which the
temperature coefficient of frequency is zero. Cut 0 on figure 6 at
https://coloradocrystal.com/applications has no turnover point. It is
neither fish nor fowl. Cut 6 is the normal AT curve with extremes of
±16 ppm for -55° C thru +105° C. All curves normally intersect at 25°
C rather than the 27° C shown. 25° C is half way between -55° C thru
+105° C. Curve 6 is the Tchebychev polynomial y=4x^3-3x and curve 0
is y=4x^3.
Consider the standard AT cut which has turnover points at -15° C and
65° C. The lower turnover would ordinarily not be used in ovens. A
set point error of ±1° C in the upper turnover point at 65° C results
in a frequency error of +14.875·10^-9. For cut 0, that same ±1° error
in room temperature results in a frequency error of ±31.25·10^-12.
This is an improvement of 476 to 1. You apparently have not thought
thru what improvements are possible with thermal coolers/heaters.
Among these is near instant warm up and greatly reduced power for
thermal management.
πθ°μΩω±√·Γ
WB0KVV
Post by Bob kb8tq
Hi
Any real crystal you buy will have a tolerance on the angle. In the case of a crystal cut for turn
the temperature will be a bit different and you will match your oven to it. If you attempt a zero
angle cut, you will never really hit it and there is no way to compensate for the problem.
Bob
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Bob kb8tq
2017-06-03 00:04:18 UTC
Permalink
Post by Donald E. Pauly
https://www.febo.com/pipermail/time-nuts/2017-May/105566.html
Electronic thermal coolers did not exist then so it could not be done.
Electronic temperature sensors did not exist either. That crystal cut
has been known since the 1940's at least. It has been neglected
because of limited temperature range. It yields ±1 ppm over a range of
±20° C from 25° C. A slightly different angle of cut can yield ±250
ppb over that range. (4:1 improvement) Contrast that with a normal AT
cut which yields ±9 ppm over that range.
I built an oven with an Analog Devices temperature sensor 20 years
ago. I did not have time to incorporate foam insulation. The heater
power was not available to run it at 65° C without insulation. It had
to run at 40° C and it would hold about 1 ppb over a few hours. It
would hold the crystal within 0.01° or so but it was far away from the
turnover temperature. Convection currents cause problems. It
convinced me that ovens were headaches. Thermal coolers remove most
of these.
πθ°μΩω±√·Γ
WB0KVV
---------- Forwarded message ----------
Date: Fri, Jun 2, 2017 at 3:50 PM
Subject: Re: [time-nuts] HP5061B Versus HP5071 Cesium Line Frequencies
Hi
Have you checked out the papers from the 1950 and `1960’s where they
actually tried what you
propose with essentially the same parts you are looking at using?
Bob
Post by Donald E. Pauly
# 2 is not true. A cut has either two turning points or zero. Where
both turning points exist there are two temperatures at which the
temperature coefficient of frequency is zero. Cut 0 on figure 6 at
https://coloradocrystal.com/applications has no turnover point. It is
neither fish nor fowl. Cut 6 is the normal AT curve with extremes of
±16 ppm for -55° C thru +105° C. All curves normally intersect at 25°
C rather than the 27° C shown. 25° C is half way between -55° C thru
+105° C. Curve 6 is the Tchebychev polynomial y=4x^3-3x and curve 0
is y=4x^3.
Consider the standard AT cut which has turnover points at -15° C and
65° C. The lower turnover would ordinarily not be used in ovens. A
set point error of ±1° C in the upper turnover point at 65° C results
in a frequency error of +14.875·10^-9. For cut 0, that same ±1° error
in room temperature results in a frequency error of ±31.25·10^-12.
This is an improvement of 476 to 1. You apparently have not thought
thru what improvements are possible with thermal coolers/heaters.
Among these is near instant warm up and greatly reduced power for
thermal management.
πθ°μΩω±√·Γ
WB0KVV
Post by Bob kb8tq
Hi
Any real crystal you buy will have a tolerance on the angle. In the case of a crystal cut for turn
the temperature will be a bit different and you will match your oven to it. If you attempt a zero
angle cut, you will never really hit it and there is no way to compensate for the problem.
Bob
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Bob kb8tq
2017-06-03 00:12:05 UTC
Permalink
Hi
https://www.febo.com/pipermail/time-nuts/2017-May/105566.html <https://www.febo.com/pipermail/time-nuts/2017-May/105566.html>
Ok, so yet again a reference to the start of this thread … why?
Electronic thermal coolers did not exist then so it could not be done.
Electronic temperature sensors did not exist either.
I guess they must have just dreamed up the pelter devices they used. FYI, they have
been around since 1834 (no that’s not a typo).
That crystal cut
has been known since the 1940's at least.
And once you get away from an AT or SC, how much is known about the mode spectra of
the cut ….
It has been neglected
because of limited temperature range. It yields ±1 ppm over a range of
±20° C from 25° C. A slightly different angle of cut can yield ±250
ppb over that range. (4:1 improvement) Contrast that with a normal AT
cut which yields ±9 ppm over that range.
Umm …. errr … it’s quite easy to get a +/- 2 ppm 0-50C AT cut *including* the tolerance
on the cut angle.
I built an oven with an Analog Devices temperature sensor 20 years
ago. I did not have time to incorporate foam insulation. The heater
power was not available to run it at 65° C without insulation. It had
to run at 40° C and it would hold about 1 ppb over a few hours. It
would hold the crystal within 0.01° or so but it was far away from the
turnover temperature. Convection currents cause problems. It
convinced me that ovens were headaches. Thermal coolers remove most
of these.
I’d suggest you try a few more experiments with real crystals in real applications.

Bob
πθ°μΩω±√·Γ
WB0KVV
---------- Forwarded message ----------
Date: Fri, Jun 2, 2017 at 3:50 PM
Subject: Re: [time-nuts] HP5061B Versus HP5071 Cesium Line Frequencies
Hi
Have you checked out the papers from the 1950 and `1960’s where they
actually tried what you
propose with essentially the same parts you are looking at using?
Bob
Post by Donald E. Pauly
# 2 is not true. A cut has either two turning points or zero. Where
both turning points exist there are two temperatures at which the
temperature coefficient of frequency is zero. Cut 0 on figure 6 at
https://coloradocrystal.com/applications has no turnover point. It is
neither fish nor fowl. Cut 6 is the normal AT curve with extremes of
±16 ppm for -55° C thru +105° C. All curves normally intersect at 25°
C rather than the 27° C shown. 25° C is half way between -55° C thru
+105° C. Curve 6 is the Tchebychev polynomial y=4x^3-3x and curve 0
is y=4x^3.
Consider the standard AT cut which has turnover points at -15° C and
65° C. The lower turnover would ordinarily not be used in ovens. A
set point error of ±1° C in the upper turnover point at 65° C results
in a frequency error of +14.875·10^-9. For cut 0, that same ±1° error
in room temperature results in a frequency error of ±31.25·10^-12.
This is an improvement of 476 to 1. You apparently have not thought
thru what improvements are possible with thermal coolers/heaters.
Among these is near instant warm up and greatly reduced power for
thermal management.
πθ°μΩω±√·Γ
WB0KVV
Post by Bob kb8tq
Hi
Any real crystal you buy will have a tolerance on the angle. In the case of a crystal cut for turn
the temperature will be a bit different and you will match your oven to it. If you attempt a zero
angle cut, you will never really hit it and there is no way to compensate for the problem.
Bob
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Poul-Henning Kamp
2017-06-03 21:38:10 UTC
Permalink
--------
Post by Donald E. Pauly
Electronic thermal coolers did not exist then
http://www.thermoelectrics.caltech.edu/thermoelectrics/history.html
Post by Donald E. Pauly
Electronic temperature sensors did not exist either.
https://en.wikipedia.org/wiki/Resistance_thermometer#History
--
Poul-Henning Kamp | UNIX since Zilog Zeus 3.20
***@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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Bob kb8tq
2017-06-04 00:02:27 UTC
Permalink
Hi

A bit of “who knew what when” as far as crystal cuts:

1931:

http://www.worldcat.org/title/quartz-resonators-and-oscillators/oclc/11299952 <http://www.worldcat.org/title/quartz-resonators-and-oscillators/oclc/11299952>

1946:

https://www.amazon.com/Piezoelectricity-Introduction-Applications-Electromechanical-Phenomena/dp/B000OJWIJS/ref=sr_1_1?s=books&ie=UTF8&qid=1496534218&sr=1-1&keywords=Piezoelectricity

1956:

http://www.tubebooks.org/Books/hpc.pdf <http://www.tubebooks.org/Books/hpc.pdf>

The only one I could find online is the last one, sorry about that !! It’s also a fun read if you happen to be into 1950’s radio technology.

Bob
Post by Donald E. Pauly
--------
Post by Donald E. Pauly
Electronic thermal coolers did not exist then
http://www.thermoelectrics.caltech.edu/thermoelectrics/history.html
Post by Donald E. Pauly
Electronic temperature sensors did not exist either.
https://en.wikipedia.org/wiki/Resistance_thermometer#History
--
Poul-Henning Kamp | UNIX since Zilog Zeus 3.20
FreeBSD committer | BSD since 4.3-tahoe
Never attribute to malice what can adequately be explained by incompetence.
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jimlux
2017-06-04 00:18:52 UTC
Permalink
Post by Donald E. Pauly
--------
Post by Donald E. Pauly
Electronic thermal coolers did not exist then
http://www.thermoelectrics.caltech.edu/thermoelectrics/history.html
I'm not sure about fancy coolers.. Yeah, people showed that the effect
worked, but I think they really didn't come into their own until the
modern ones that are omnipresent in 12V powered beer coolers and the
like were developed. That was 70s according to the article.
Borg Warner (of clutch, brake, and gearbox fame) apparently had one in
1960.
http://www.thermoelectric.com/2010/archives/library/Ads%20in%20the%2060's.PDF

So they existed, but were pretty exotic. would a crystal oscillator
builder have wanted to fool with one? Hey, there have been people
tinkering with almost everything forever.
Post by Donald E. Pauly
Post by Donald E. Pauly
Electronic temperature sensors did not exist either.
https://en.wikipedia.org/wiki/Resistance_thermometer#History
Yep... and thermocouples have been used for thermometry for a long time
too. Thermistors, for that matter, nonlinear as all get-out, but readily
available.

In the 50s, a *transistor* oscillator would have been pretty unusual.
I'm not sure they could work at a high enough frequency. You'll note
that the early "transistor radios" were basically TRF designs for the AM
band, and the transistor basically provided audio gain, not RF gain.

Loading Image...

I guess the regen receiver must have had some gain at 1 MHz. I found an
old GE datasheet that gives the ft of 0.6 MHz. (and the hfe wasn't bad,
20, at DC, probably)

But you sure weren't building a 5MHz or 10 MHz oscillator with a 2N107
or a CK722. Or the 2N170 NPN, which I am surprised to find you can
still buy (and cheaper, in constant dollars, than originally).



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Bob kb8tq
2017-06-04 00:54:31 UTC
Permalink
Hi

The objective of the early work with coolers and OCXO’s was DOD sponsored. Low cost was
not the goal :) The idea was that aging might be much better at the lower turn than at the upper turn. Once they
played around a bit they found that activation energy was a real thing in this case. The improvement in aging
did not justify the significant increase in complexity of the design. The idea has popped up about every ten
years. Each time the conclusion after building a trial unit is pretty much the same.

Bob
Post by Donald E. Pauly
--------
Post by Donald E. Pauly
Electronic thermal coolers did not exist then
http://www.thermoelectrics.caltech.edu/thermoelectrics/history.html
I'm not sure about fancy coolers.. Yeah, people showed that the effect worked, but I think they really didn't come into their own until the modern ones that are omnipresent in 12V powered beer coolers and the like were developed. That was 70s according to the article.
Borg Warner (of clutch, brake, and gearbox fame) apparently had one in 1960.
http://www.thermoelectric.com/2010/archives/library/Ads%20in%20the%2060's.PDF
So they existed, but were pretty exotic. would a crystal oscillator builder have wanted to fool with one? Hey, there have been people tinkering with almost everything forever.
Post by Donald E. Pauly
Post by Donald E. Pauly
Electronic temperature sensors did not exist either.
https://en.wikipedia.org/wiki/Resistance_thermometer#History
Yep... and thermocouples have been used for thermometry for a long time too. Thermistors, for that matter, nonlinear as all get-out, but readily available.
In the 50s, a *transistor* oscillator would have been pretty unusual. I'm not sure they could work at a high enough frequency. You'll note that the early "transistor radios" were basically TRF designs for the AM band, and the transistor basically provided audio gain, not RF gain.
http://www.junkbox.com/electronics/sheets/GE_2N107_Datasheet.jpg
I guess the regen receiver must have had some gain at 1 MHz. I found an old GE datasheet that gives the ft of 0.6 MHz. (and the hfe wasn't bad, 20, at DC, probably)
But you sure weren't building a 5MHz or 10 MHz oscillator with a 2N107 or a CK722. Or the 2N170 NPN, which I am surprised to find you can still buy (and cheaper, in constant dollars, than originally).
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jimlux
2017-06-04 01:58:30 UTC
Permalink
Post by Bob kb8tq
Hi
The objective of the early work with coolers and OCXO’s was DOD sponsored. Low cost was
not the goal :) The idea was that aging might be much better at the lower turn than at the upper turn. Once they
played around a bit they found that activation energy was a real thing in this case. The improvement in aging
did not justify the significant increase in complexity of the design. The idea has popped up about every ten
years. Each time the conclusion after building a trial unit is pretty much the same.
I'm just picturing in my mind a 14 inch high rack mount unit with
several hundred watts in heater power for the vacuum tube amplifiers,
etc. needed to implement this kind of thing in the early 50s.

I'll bet someone also built one with mechanical refrigeration, a liquid
cooling loop, and an electronic heater. That one was a full rack
cabinet<grin>

The "idea popping up every 10 years" is not restricted to crystal
oscillators. Anything where there's a "the technology doesn't support
it" is the barrier. A couple generations and all of a sudden you can do
it. And sometimes it works - DDS and PN codes are examples of things
which were barely feasible some decades ago, so people went through all
sorts of gyrations to achieve goals with out it, but now, it's "oh yeah,
sure, a parallel correlator to acquire and track 32 simultaneous GPS
signals, isn't there an Arduino Sketch for that?"


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jimlux
2017-06-02 23:02:40 UTC
Permalink
Post by Donald E. Pauly
This is an improvement of 476 to 1. You apparently have not thought
thru what improvements are possible with thermal coolers/heaters.
Among these is near instant warm up and greatly reduced power for
thermal management.
without getting into the whole crystal issue, one of the advantages of a
heater is that it can be VERY simple (and hence reliable, just on a
parts count basis). With a decent package, once it's hot, the power
required to keep it hot can be quite low.

With a heat/cool, you need to be able to have a bipolar supply to the
peltier device, and they're not particularly efficient (that is, to
extract 1 Watt of heat, you're putting in significantly more than 1 watt
of DC, and rejecting 1+X watts to the outside world.

And then, if you use a linear power supply/amplifier to drive the
device, that is probably a class A device, and somewhat lossy. A
switcher would be more efficient, but then you have the problem of
switching noise, in close proximity to the crystal. You could put a big
low pass filter in, but now you're adding even more components.

There are undoubtedly some cases where the thermoelectric scheme would
work better - for instance, you have a system with a TCXO and it's
really set up for the TCXO to be at 25C, and you want to regulate that.
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Bruce Griffiths
2017-06-02 23:34:41 UTC
Permalink
Thermomechanical fatigue can significantly reduce the lifetime of Peltier devices if the ripple current flowing in the Peltier device is too high. This can become an issue with switchmode drive to a Peltier cooler.

Bruce
Post by jimlux
This is an improvement of 476 to 1. You apparently have not thought
thru what improvements are possible with thermal coolers/heaters.
Among these is near instant warm up and greatly reduced power for
thermal management.
without getting into the whole crystal issue, one of the advantages of a
heater is that it can be VERY simple (and hence reliable, just on a
parts count basis). With a decent package, once it's hot, the power
required to keep it hot can be quite low.
With a heat/cool, you need to be able to have a bipolar supply to the
peltier device, and they're not particularly efficient (that is, to
extract 1 Watt of heat, you're putting in significantly more than 1 watt
of DC, and rejecting 1+X watts to the outside world.
And then, if you use a linear power supply/amplifier to drive the
device, that is probably a class A device, and somewhat lossy. A
switcher would be more efficient, but then you have the problem of
switching noise, in close proximity to the crystal. You could put a big
low pass filter in, but now you're adding even more components.
There are undoubtedly some cases where the thermoelectric scheme would
work better - for instance, you have a system with a TCXO and it's
really set up for the TCXO to be at 25C, and you want to regulate that.
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Donald E. Pauly
2017-06-03 05:32:23 UTC
Permalink
https://www.febo.com/pipermail/time-nuts/2017-June/date.html

I am familiar with this effect. My specialty is switching amplifiers
and I wrote the classic paper for Motorola on the subject, see
http://gonascent.com/papers/an1042.pdf . Ripple in the dc from a
switching amplifier is less than a part per thousand. These thermal
coolers have about a 10% efficiency which means it takes 10 Watts to
pump a Watt. That is a tiny switching amplifier. Ovens also require
several Watts if operated at -55° C. Thermo coolers/heaters require
little power when operated close to room temperature. Highest power
is required at high ambient temperatures.

πθ°μΩω±√·Γ
WB0KVV
https://www.febo.com/pipermail/time-nuts/2017-June/date.html
---------- Forwarded message ----------
From: Bruce Griffiths <***@xtra.co.nz>
Date: Fri, Jun 2, 2017 at 4:34 PM
Subject: Re: [time-nuts] Fwd: HP5061B Versus HP5071 Cesium Line Frequencies
To: jimlux <***@earthlink.net>, Discussion of precise time and
frequency measurement <time-***@febo.com>


Thermomechanical fatigue can significantly reduce the lifetime of
Peltier devices if the ripple current flowing in the Peltier device is
too high. This can become an issue with switchmode drive to a Peltier
cooler.

Bruce
Post by jimlux
This is an improvement of 476 to 1. You apparently have not thought
thru what improvements are possible with thermal coolers/heaters.
Among these is near instant warm up and greatly reduced power for
thermal management.
without getting into the whole crystal issue, one of the advantages of a
heater is that it can be VERY simple (and hence reliable, just on a
parts count basis). With a decent package, once it's hot, the power
required to keep it hot can be quite low.
With a heat/cool, you need to be able to have a bipolar supply to the
peltier device, and they're not particularly efficient (that is, to
extract 1 Watt of heat, you're putting in significantly more than 1 watt
of DC, and rejecting 1+X watts to the outside world.
And then, if you use a linear power supply/amplifier to drive the
device, that is probably a class A device, and somewhat lossy. A
switcher would be more efficient, but then you have the problem of
switching noise, in close proximity to the crystal. You could put a big
low pass filter in, but now you're adding even more components.
There are undoubtedly some cases where the thermoelectric scheme would
work better - for instance, you have a system with a TCXO and it's
really set up for the TCXO to be at 25C, and you want to regulate that.
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Poul-Henning Kamp
2017-06-03 21:33:22 UTC
Permalink
--------
In message <c8fbcbc0-8cbc-16be-f956-***@earthlink.net>, jimlux writes:


One final detail about TEC's which people usually don't have to
worry about, is that they're not happy about switching directions.

You generally end up with them mechanically tearing themselves apart
if you use them for mixed cooling/heating.
--
Poul-Henning Kamp | UNIX since Zilog Zeus 3.20
***@FreeBSD.ORG | TCP/IP since RFC 956
FreeBSD committer | BSD since 4.3-tahoe
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Bruce Griffiths
2017-06-02 23:46:01 UTC
Permalink
With an AT crystal, manufacturing tolerances will likely ensure that the inflection point slope is non zero whereas the same manufacturing tolerances will merely change the turnover temperature. Its likely that a more manufacturable design will result if one operates at a turnover point (with the oven temperature adjusted to the actual turnover) than trying to achieve a sufficiently low slope at an inflection point. Even for a one off design one the selection process required to achieve a sufficiently low slope at the inflection point may prove expensive.

Bruce
# 2 is not true. A cut has either two turning points or zero. Where
both turning points exist there are two temperatures at which the
temperature coefficient of frequency is zero. Cut 0 on figure 6 at
https://coloradocrystal.com/applications has no turnover point. It is
neither fish nor fowl. Cut 6 is the normal AT curve with extremes of
±16 ppm for -55° C thru +105° C. All curves normally intersect at 25°
C rather than the 27° C shown. 25° C is half way between -55° C thru
+105° C. Curve 6 is the Tchebychev polynomial y=4x^3-3x and curve 0
is y=4x^3.
Consider the standard AT cut which has turnover points at -15° C and
65° C. The lower turnover would ordinarily not be used in ovens. A
set point error of ±1° C in the upper turnover point at 65° C results
in a frequency error of +14.875·10^-9. For cut 0, that same ±1° error
in room temperature results in a frequency error of ±31.25·10^-12.
This is an improvement of 476 to 1. You apparently have not thought
thru what improvements are possible with thermal coolers/heaters.
Among these is near instant warm up and greatly reduced power for
thermal management.
πθ°μΩω±√·Γ
WB0KVV
---------- Forwarded message ----------
Date: Fri, Jun 2, 2017 at 12:43 PM
Subject: Re: HP5061B Versus HP5071 Cesium Line Frequencies
Hi
1) That there is a tolerance on the cut angle of a crystal?
2) That true zero temperature coefficient only happens at the turn?
3) That heater based controllers are impossible to build?
Bob
That is not true. I say that thermal coolers have made ovens
obsolete. A zero temperature coefficient at room temperature is
easier to hit than a zero temperature at the upper turnover point when
such a thing exists. See
curve 0 in Figure 6 at https://coloradocrystal.com/applications/ .
πθ°μΩω±√·Γ
WB0KVV
Post by Bob kb8tq
Hi
Any real crystal you buy will have a tolerance on the angle. In the case of a crystal cut for turn
the temperature will be a bit different and you will match your oven to it. If you attempt a zero
angle cut, you will never really hit it and there is no way to compensate for the problem.
Bob
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Donald E. Pauly
2017-06-04 04:56:51 UTC
Permalink
You have a fundamental misunderstanding of the AT curve family. See
my QBASIC plot at
Loading Image... . The
commonly described AT cut is shown as the largest sine wave in the
blue rectangle. The left side of the rectangle is -55°C, the center
is 25° C and the right side is 105° C. The bottom of the rectangle is
-16 ppm and the top is +16 ppm.

Main Cut
Temp Freq
-55° C -16 ppm
-15° C +16 ppm
+25° C ±0 ppm
+65° C -16 ppm
105° C +16 ppm

You can get a lower turnover point of 24° C and an upper turnover
point of 26° C. Their amplitude would be °±0.250 ppb. As the turnover
points approach each other, their amplitude approaches zero. The line
joining all the turnover points is y= -8·x^3. The zero temperature
for 25° is y=4·x^3. Practical tolerance these days is on the order of
0.1 minutes of arc. This is within the width of the traces in the
graph.

You are way off on your 0° to 50° C crystal.

["Umm …. errr … it’s quite easy to get a +/- 2 ppm 0-50C AT cut
*including* the tolerance on the cut angle."]

Temp Freq
0° C -0.488 ppb (lower limit)
12.5° C +0.488 ppb (lower turning point)
25° C ±0
37.5° C -0.488 ppb (upper turning point)
50° C +0.488 ppb (upper limit)

As I claimed, a Thermal Electric Cooler has never been used to build a
crystal oscillator. In the 50s, TEC efficiencies were on the order of
1% and were useless. The Soviets made coolers more practical in the
70s with better materials. I saw one used at Telemation that was able
to measure dew point by condensing water vapor on a mirror. It looks
like efficiencies have now improved to 33% or so.

It was only in the early 70s that Analog Devices invented the AD590
solid state temperature sensor. It made thermister bridges obsolete.
Switching amplifiers are required to drive thermal coolers if you want
to preserve efficiency.

πθ°μΩω±√·Γλ
WB0KVV

---------- Forwarded message ----------
From: Bob kb8tq <***@n1k.org>
Date: Fri, Jun 2, 2017 at 12:22 PM
Subject: Re: HP5061B Versus HP5071 Cesium Line Frequencies
To: "Donald E. Pauly" <***@gmail.com>
Cc: "***@aol.com" <***@aol.com>, time-nuts <time-***@febo.com>

Hi

Any real crystal you buy will have a tolerance on the angle. In the
case of a crystal cut for turn the temperature will be a bit different
and you will match your oven to it. If you attempt a zero angle cut,
you will never really hit it and there is no way to compensate for the
problem.

Bob

On Jun 2, 2017, at 3:19 PM, Donald E. Pauly <***@gmail.com> wrote:

A cut at that angle has no turn over temperature. The zero temperature
coefficient point is 25°. Its temperature coefficient everywhere else
is positive.
Post by Bob kb8tq
Hi
If you are going to use an oven, it’s better to run it at the turn temperature of
the crystal. That would put you above 50C for an AT and a bit higher still for an SC.
Bob
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jimlux
2017-06-04 11:47:26 UTC
Permalink
Post by Donald E. Pauly
It was only in the early 70s that Analog Devices invented the AD590
solid state temperature sensor. It made thermister bridges obsolete.
There is a difference between something like a platinum resistance
thermometer (PRT or RTD) and a thermistor, but they both are "measure
resistance to measure temperature" devices.

Yes, the AD590 is a useful part (I've got some in a device being
launched in August), but PRTs,thermistors, and thermocouples are still
widely used.

I don't know that the inherent precision (at room temperature)of the
various techniques is wildly different. A 1mV/K signal (AD590 into a 1k
resistor) has to be measured to 0.1mV for 0.1 degree accuracy. That's
out of 300mV, so 1 part in 3000

A type E thermocouple is 1.495 mV at 25C and 1.801 at 30C, so about 0.06
mV/K slope. Measure 0.006mV for 0.1 degree (plus the "cold junction"
issue). 1 part in 250 measurement.

Modern RTDs all are 0.00385 ohm/ohm/degree at 25C. Typically, you have
a 100 ohm device (although there are Pt1000s), so it's changing 0.385
ohm/degree. 1 part in 3000

Checking the Omega catalog.. A 44007 has nominal 5k at 25C, and is 4787
at 26C, so 1 part in 24.

Especially these days, with computers to deal with nonlinear calibration
curves, there's an awful lot of TCs and Thermistors in use. The big
advantage of the AD590 and PRT is that they are basically linear over a
convenient temperature range.

In a variety applications, other aspects of the measurement device are
important - ESD sensitivity, tolerance to wildly out of spec temperature
without damage, radiation effects etc. Not an issue here, but I'll note
that the thermistor, PRT, and thermocouple are essentially ESD immune.
The AD590 most certainly is not.

If you go out and buy cheap industrial PID temperature controller it
will have input modes for various thermocouples and PRTs. I suppose
there's probably some that take 1uA/K, but it's not something I would
expect.

So I wouldn't say thermistor bridges (or other temperature measurements)
are obsolete.
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Poul-Henning Kamp
2017-06-04 12:01:42 UTC
Permalink
--------
Post by jimlux
Modern RTDs all are 0.00385 ohm/ohm/degree at 25C. Typically, you have
a 100 ohm device (although there are Pt1000s), so it's changing 0.385
ohm/degree. 1 part in 3000
Depending how much money you want to spend, you can also get pt10k
and even pt100k RTD's, to satisfy particular needs for resolution,
self-heating, inductance, mass and the many and varied noises.

And if course, we cannot talk PT100 and fail to repeat the old pun:

"PT100 is the gold standard for temperature measurement"

:-)
--
Poul-Henning Kamp | UNIX since Zilog Zeus 3.20
***@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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Donald E. Pauly
2017-06-04 15:44:33 UTC
Permalink
I stand by my remark that thermistors have been obsolete for over 40
years. The only exception that I know of is cesium beam tubes that
must withstand a 350° C bakeout. Thermistors are unstable and
manufactured with a witches brew straight out of MacBeth. Their
output voltages are tiny and are they inconvenient to use at different
temperatures.

Where did you get the idea to use a 1 k load for an AD590? If you run
it from a -5 V supply you can use a 15 k load to a +5V supply. This
gives 15 V/C° output. If you drive it from a 10 Meg impedance current
source, you get 30,000 V/ C°. If I remember correctly, I drove a
power MOSFET heater gate directly in my prototype oven 20 years ago.
It would go from full off to full on in 1/15 ° C. Noise is 1/25,000 °
C in a 1 cycle bandwidth.

The room temperature coefficient of an AT crystal is -100 ppb per
reference cut angle in minutes. (-600 ppb/C° for standard crystal)
The practical limit in a crystal designed for room temperature is
about 0.1' cut accuracy or ±10 ppb/C°. If you have access to an
atomic standard, you can use feed forward to get ±1 ppb/C°. If the
temperature can be held to ±0.001° C, this is ±1 part per trillion.
This kind of accuracy has never been heard of. Feed forward also
allows you to incorporate the components of the oscillator into the
thermal behavior. It does no good to have a perfect crystal if the
oscillator components drift.

πθ°μΩω±√·Γλ
WB0KVV

---------- Forwarded message ----------
From: jimlux <***@earthlink.net>
Date: Sun, Jun 4, 2017 at 4:47 AM
Subject: Re: [time-nuts] Fwd: HP5061B Versus HP5071 Cesium Line Frequencies
Post by Donald E. Pauly
It was only in the early 70s that Analog Devices invented the AD590
solid state temperature sensor. It made thermister bridges obsolete.
There is a difference between something like a platinum resistance
thermometer (PRT or RTD) and a thermistor, but they both are "measure
resistance to measure temperature" devices.

Yes, the AD590 is a useful part (I've got some in a device being
launched in August), but PRTs,thermistors, and thermocouples are still
widely used.

I don't know that the inherent precision (at room temperature)of the
various techniques is wildly different. A 1mV/K signal (AD590 into a
1k resistor) has to be measured to 0.1mV for 0.1 degree accuracy.
That's out of 300mV, so 1 part in 3000

A type E thermocouple is 1.495 mV at 25C and 1.801 at 30C, so about
0.06 mV/K slope. Measure 0.006mV for 0.1 degree (plus the "cold
junction" issue). 1 part in 250 measurement.

Modern RTDs all are 0.00385 ohm/ohm/degree at 25C. Typically, you
have a 100 ohm device (although there are Pt1000s), so it's changing
0.385 ohm/degree. 1 part in 3000

Checking the Omega catalog.. A 44007 has nominal 5k at 25C, and is
4787 at 26C, so 1 part in 24.

Especially these days, with computers to deal with nonlinear
calibration curves, there's an awful lot of TCs and Thermistors in
use. The big advantage of the AD590 and PRT is that they are basically
linear over a convenient temperature range.

In a variety applications, other aspects of the measurement device are
important - ESD sensitivity, tolerance to wildly out of spec
temperature without damage, radiation effects etc. Not an issue here,
but I'll note that the thermistor, PRT, and thermocouple are
essentially ESD immune. The AD590 most certainly is not.

If you go out and buy cheap industrial PID temperature controller it
will have input modes for various thermocouples and PRTs. I suppose
there's probably some that take 1uA/K, but it's not something I would
expect.

So I wouldn't say thermistor bridges (or other temperature
measurements) are obsolete.
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Bob kb8tq
2017-06-04 18:46:03 UTC
Permalink
Hi

I think you have thermistors and thermocouples a bit mixed up. You can get
quite substantial output voltages from a thermistor bridge….

Bob
Post by Donald E. Pauly
I stand by my remark that thermistors have been obsolete for over 40
years. The only exception that I know of is cesium beam tubes that
must withstand a 350° C bakeout. Thermistors are unstable and
manufactured with a witches brew straight out of MacBeth. Their
output voltages are tiny and are they inconvenient to use at different
temperatures.
Where did you get the idea to use a 1 k load for an AD590? If you run
it from a -5 V supply you can use a 15 k load to a +5V supply. This
gives 15 V/C° output. If you drive it from a 10 Meg impedance current
source, you get 30,000 V/ C°. If I remember correctly, I drove a
power MOSFET heater gate directly in my prototype oven 20 years ago.
It would go from full off to full on in 1/15 ° C. Noise is 1/25,000 °
C in a 1 cycle bandwidth.
The room temperature coefficient of an AT crystal is -100 ppb per
reference cut angle in minutes. (-600 ppb/C° for standard crystal)
The practical limit in a crystal designed for room temperature is
about 0.1' cut accuracy or ±10 ppb/C°. If you have access to an
atomic standard, you can use feed forward to get ±1 ppb/C°. If the
temperature can be held to ±0.001° C, this is ±1 part per trillion.
This kind of accuracy has never been heard of. Feed forward also
allows you to incorporate the components of the oscillator into the
thermal behavior. It does no good to have a perfect crystal if the
oscillator components drift.
πθ°μΩω±√·Γλ
WB0KVV
---------- Forwarded message ----------
Date: Sun, Jun 4, 2017 at 4:47 AM
Subject: Re: [time-nuts] Fwd: HP5061B Versus HP5071 Cesium Line Frequencies
Post by Donald E. Pauly
It was only in the early 70s that Analog Devices invented the AD590
solid state temperature sensor. It made thermister bridges obsolete.
There is a difference between something like a platinum resistance
thermometer (PRT or RTD) and a thermistor, but they both are "measure
resistance to measure temperature" devices.
Yes, the AD590 is a useful part (I've got some in a device being
launched in August), but PRTs,thermistors, and thermocouples are still
widely used.
I don't know that the inherent precision (at room temperature)of the
various techniques is wildly different. A 1mV/K signal (AD590 into a
1k resistor) has to be measured to 0.1mV for 0.1 degree accuracy.
That's out of 300mV, so 1 part in 3000
A type E thermocouple is 1.495 mV at 25C and 1.801 at 30C, so about
0.06 mV/K slope. Measure 0.006mV for 0.1 degree (plus the "cold
junction" issue). 1 part in 250 measurement.
Modern RTDs all are 0.00385 ohm/ohm/degree at 25C. Typically, you
have a 100 ohm device (although there are Pt1000s), so it's changing
0.385 ohm/degree. 1 part in 3000
Checking the Omega catalog.. A 44007 has nominal 5k at 25C, and is
4787 at 26C, so 1 part in 24.
Especially these days, with computers to deal with nonlinear
calibration curves, there's an awful lot of TCs and Thermistors in
use. The big advantage of the AD590 and PRT is that they are basically
linear over a convenient temperature range.
In a variety applications, other aspects of the measurement device are
important - ESD sensitivity, tolerance to wildly out of spec
temperature without damage, radiation effects etc. Not an issue here,
but I'll note that the thermistor, PRT, and thermocouple are
essentially ESD immune. The AD590 most certainly is not.
If you go out and buy cheap industrial PID temperature controller it
will have input modes for various thermocouples and PRTs. I suppose
there's probably some that take 1uA/K, but it's not something I would
expect.
So I wouldn't say thermistor bridges (or other temperature
measurements) are obsolete.
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Attila Kinali
2017-06-04 23:59:23 UTC
Permalink
Moin,

This discussion is kind of getting heated.
Let's put some facts in, to steer it away from
opinion based discussion.

On Sun, 4 Jun 2017 08:44:33 -0700
Post by Donald E. Pauly
I stand by my remark that thermistors have been obsolete for over 40
years. The only exception that I know of is cesium beam tubes that
must withstand a 350° C bakeout. Thermistors are unstable and
manufactured with a witches brew straight out of MacBeth. Their
output voltages are tiny and are they inconvenient to use at different
temperatures.
If you really mean thermistors, and not, as Bob suggested thermocouples,
then I have to disagree. The most stable temperature sensors are
platinum wire sensors. The standards class PRT's are the gold standard
when it comes to temperature measurement, for a quite wide range
(-260°C to +960°C) and are considered very stable. They offer (absolute)
accuracies in the order of 10mK in the temperature range below 400°C.
Even industrial grade PRT sensors give you an absolute accuracy better
than 0.1K up to 200-300°C. The "cheap" PT100 are more of the order of 1-10°C
accuracy... all numbers just using a two-point calibration.

For more information on this see [1] chapter 6 and [2] for industrial sensors.

NTC sensors have a higher variablity of their parameters in production
and are usually specified in % of temperature relative to their reference
point, which is usually 25°C. Typical values are 0.1% to 5%. Additionally
there is a deviation from the reference point, specified in °C, which
is usually in the order of 0.1°C to 1°C.

The NTC sensors are less accurate than PT sensors, but offer the advantage
of higher resistance (thus lower self-heating), higher slope (thus better
precision). Biggest disadvantage is their non-linear curve. Their price
is also a fraction of PT sensors and due to that you can have them in
many different forms, from the 0201 SMD resistor, to a large stainless
steal pipe that goes into a chemical tank. NTCs are the workhorse in
todays temperature measurement and control designs.

The next category are band-gap sensors like the AD590. Their biggest
advantage is that their 0 point is fix at 0K (and very accurately so).
Ie they can be used with single point calibration and achieve 1°C accuracy
this way. Their biggest drawback their large thermal mass and large
insulating case, because they are basically an standard, analog IC.
Ie their main use is in devices where there is a lot of convection and
slow temperature change. Due to their simple and and quite linear
characteristics, they are often used in purely analog temperature
control circuits, or where a linearization is not feasible.
But only if price isn't an issue (they cost 10-1000 times as
much as an PTC). Their biggest disadvantage, beside their slow
thermal raction time, is their large noise uncorrelated to the
supply voltage, and thus cannot be compensated by ratiometric measurement.
They are also more suceptible to mechanical stress than NTC's and PT's,
due to their construction. Similar to voltage references (which they
actually are), their aging is quite substantial and cannot be neglected
in precision application.
With a 3 point calibration, better than 0.5°C accuracy can be achieved
(modulo aging) within their operating temperature range, which is
rather limited, compared to the other sensor types.

I don't know enough about thermocouples to say much about them, beside
that they are cumbersome to work with (e.g. the cold contact) and
produce a low voltage (several µV) output with quite high impedance,
which makes the analog electronics difficult to design as well.


With todays electronics, the easiest sensors to work with are NTC and
PT100/PT1000 as most high resolution delta-sigma ADCs have direct support
for 3 and/or 4 wire measurement of those, including compensation for
reference voltage/current variation. Using a uC as control element
also opens up the possibility to linearize the curve of NTCs without
loss of accuracy. Usually measurement precision, with a state-of-the-art
circuit, is limited by noise coupling into the leads of the sensor
and noise in and around the ADC. (see [3-5])
Post by Donald E. Pauly
Where did you get the idea to use a 1 k load for an AD590?
Jim was refering to a circuit _he_ used in a satellite. Not to your circuit.
Post by Donald E. Pauly
The room temperature coefficient of an AT crystal is -cd 100 ppb per
reference cut angle in minutes. (-600 ppb/C° for standard crystal)
The practical limit in a crystal designed for room temperature is
about 0.1' cut accuracy or ±10 ppb/C°. If you have access to an
atomic standard, you can use feed forward to get ±1 ppb/C°. If the
temperature can be held to ±0.001° C, this is ±1 part per trillion.
This kind of accuracy has never been heard of.
It has been heard of. The 8607 was spec'ed to <2e-10 p-p deviation
over temperature range (-30°C to 60°C). Also, to hold the temperature
stable to 0.001K in a room temperature environment (let's say 10K variation),
you need a thermal gain of >10k. That's quite a bit and needs considerable
design effort. Most OCXO design's I am aware of are in the order of 100
(the DIL14 designs) to a few 1000 for single ovens, to a few 10k for
double ovens. The only exception is the E1938 which achieves >1M.
But that design is not for the faint hearted. I don't remember seeing
any number, but i would guess the 8607 has a thermal gain in the
order of 100k to 1M as well, considering it being a double oven in
a dewar flask.

Also, what do you mean by atomic standard and feed forward?
If you have an atomic standard you don't need to temperature
stabilize your quartz. You can just simply use a PLL to lock
it to your reference and achieve higher stability than any oven
design.
Post by Donald E. Pauly
Feed forward also
allows you to incorporate the components of the oscillator into the
thermal behavior. It does no good to have a perfect crystal if the
oscillator components drift.
Beyond tau=100s, the temperature and moisture sensitivity of the
electronics, combined with the aging of the electronics and the
crystal will be the limit of stability. Of course, this is under
the assumption that you achieved a thermal noise limited design
and thus the 1/f^a noise of the oscillator is negligible in the
time range considered.


Attila Kinali

[1] "Traceable Temperatures - An Introduction to Temperature Measurement
and Calibration", 2nd edition, by Nicholas and White, 2001

[2] "Thin-film platinum resistance thermometer for use at low temperatures
and in high magnetic fields", Haruyama, Yoshizaki, 1986

[3] "Completely Integrated 4-Wire RTD Measurement System Using a Low Power,
Precision, 24-Bit, Sigma-Delta ADC", Analog Circuit Note CN-0381
http://www.analog.com/CN0381

[4] "Completely Integrated 3-Wire RTD Measurement System Using a Low Power,
Precision, 24-Bit, Sigma-Delta ADC", Analog Circuit Note CN-0383
http://www.analog.com/CN0383

[5] "2- 3- 4- Wire RDT (Pt100 to PT1000)Temperature Measurement"
Ti Presentation
http://www.ti.com/europe/downloads/2-%203-%204-Wire%20RTD%20Measurement.pdf
--
You know, the very powerful and the very stupid have one thing in common.
They don't alters their views to fit the facts, they alter the facts to
fit the views, which can be uncomfortable if you happen to be one of the
facts that needs altering. -- The Doctor
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Bruce Griffiths
2017-06-05 00:23:14 UTC
Permalink
The other issue that needs to be considered is the drift in temperature sensor characteristics when operated at a constant temperature (as is typical in a continuously operated crystal oven). High quality thermistors can achieve drifts of around 1mK/month. Its unlikely that something as complex as an AD590 will achieve a similar drift (1nA/month in a operating current of 300uA or so at 25C). High quality PRT sensors drift even less than thermistors when operating at constant temperature.

Bruce
Post by Attila Kinali
Moin,
This discussion is kind of getting heated.
Let's put some facts in, to steer it away from
opinion based discussion.
On Sun, 4 Jun 2017 08:44:33 -0700
Post by Donald E. Pauly
I stand by my remark that thermistors have been obsolete for over 40
years. The only exception that I know of is cesium beam tubes that
must withstand a 350° C bakeout. Thermistors are unstable and
manufactured with a witches brew straight out of MacBeth. Their
output voltages are tiny and are they inconvenient to use at different
temperatures.
If you really mean thermistors, and not, as Bob suggested thermocouples,
then I have to disagree. The most stable temperature sensors are
platinum wire sensors. The standards class PRT's are the gold standard
when it comes to temperature measurement, for a quite wide range
(-260°C to +960°C) and are considered very stable. They offer (absolute)
accuracies in the order of 10mK in the temperature range below 400°C.
Even industrial grade PRT sensors give you an absolute accuracy better
than 0.1K up to 200-300°C. The "cheap" PT100 are more of the order of 1-10°C
accuracy... all numbers just using a two-point calibration.
For more information on this see [1] chapter 6 and [2] for industrial sensors.
NTC sensors have a higher variablity of their parameters in production
and are usually specified in % of temperature relative to their reference
point, which is usually 25°C. Typical values are 0.1% to 5%. Additionally
there is a deviation from the reference point, specified in °C, which
is usually in the order of 0.1°C to 1°C.
The NTC sensors are less accurate than PT sensors, but offer the advantage
of higher resistance (thus lower self-heating), higher slope (thus better
precision). Biggest disadvantage is their non-linear curve. Their price
is also a fraction of PT sensors and due to that you can have them in
many different forms, from the 0201 SMD resistor, to a large stainless
steal pipe that goes into a chemical tank. NTCs are the workhorse in
todays temperature measurement and control designs.
The next category are band-gap sensors like the AD590. Their biggest
advantage is that their 0 point is fix at 0K (and very accurately so).
Ie they can be used with single point calibration and achieve 1°C accuracy
this way. Their biggest drawback their large thermal mass and large
insulating case, because they are basically an standard, analog IC.
Ie their main use is in devices where there is a lot of convection and
slow temperature change. Due to their simple and and quite linear
characteristics, they are often used in purely analog temperature
control circuits, or where a linearization is not feasible.
But only if price isn't an issue (they cost 10-1000 times as
much as an PTC). Their biggest disadvantage, beside their slow
thermal raction time, is their large noise uncorrelated to the
supply voltage, and thus cannot be compensated by ratiometric measurement.
They are also more suceptible to mechanical stress than NTC's and PT's,
due to their construction. Similar to voltage references (which they
actually are), their aging is quite substantial and cannot be neglected
in precision application.
With a 3 point calibration, better than 0.5°C accuracy can be achieved
(modulo aging) within their operating temperature range, which is
rather limited, compared to the other sensor types.
I don't know enough about thermocouples to say much about them, beside
that they are cumbersome to work with (e.g. the cold contact) and
produce a low voltage (several µV) output with quite high impedance,
which makes the analog electronics difficult to design as well.
With todays electronics, the easiest sensors to work with are NTC and
PT100/PT1000 as most high resolution delta-sigma ADCs have direct support
for 3 and/or 4 wire measurement of those, including compensation for
reference voltage/current variation. Using a uC as control element
also opens up the possibility to linearize the curve of NTCs without
loss of accuracy. Usually measurement precision, with a state-of-the-art
circuit, is limited by noise coupling into the leads of the sensor
and noise in and around the ADC. (see [3-5])
Post by Donald E. Pauly
Where did you get the idea to use a 1 k load for an AD590?
Jim was refering to a circuit _he_ used in a satellite. Not to your circuit.
Post by Donald E. Pauly
The room temperature coefficient of an AT crystal is -cd 100 ppb per
reference cut angle in minutes. (-600 ppb/C° for standard crystal)
The practical limit in a crystal designed for room temperature is
about 0.1' cut accuracy or ±10 ppb/C°. If you have access to an
atomic standard, you can use feed forward to get ±1 ppb/C°. If the
temperature can be held to ±0.001° C, this is ±1 part per trillion.
This kind of accuracy has never been heard of.
It has been heard of. The 8607 was spec'ed to <2e-10 p-p deviation over temperature range (-30°C to 60°C). Also, to hold the temperature stable to 0.001K in a room temperature environment (let's say 10K variation), you need a thermal gain of >10k. That's quite a bit and needs considerable
design effort. Most OCXO design's I am aware of are in the order of 100
(the DIL14 designs) to a few 1000 for single ovens, to a few 10k for
double ovens. The only exception is the E1938 which achieves >1M.
But that design is not for the faint hearted. I don't remember seeing
any number, but i would guess the 8607 has a thermal gain in the
order of 100k to 1M as well, considering it being a double oven in
a dewar flask.
Also, what do you mean by atomic standard and feed forward?
If you have an atomic standard you don't need to temperature
stabilize your quartz. You can just simply use a PLL to lock
it to your reference and achieve higher stability than any oven
design.
Post by Donald E. Pauly
Feed forward also
allows you to incorporate the components of the oscillator into the
thermal behavior. It does no good to have a perfect crystal if the
oscillator components drift.
Beyond tau=100s, the temperature and moisture sensitivity of the
electronics, combined with the aging of the electronics and the
crystal will be the limit of stability. Of course, this is under
the assumption that you achieved a thermal noise limited design
and thus the 1/f^a noise of the oscillator is negligible in the
time range considered.
Attila Kinali
[1] "Traceable Temperatures - An Introduction to Temperature Measurement
and Calibration", 2nd edition, by Nicholas and White, 2001
[2] "Thin-film platinum resistance thermometer for use at low temperatures
and in high magnetic fields", Haruyama, Yoshizaki, 1986
[3] "Completely Integrated 4-Wire RTD Measurement System Using a Low Power,
Precision, 24-Bit, Sigma-Delta ADC", Analog Circuit Note CN-0381
http://www.analog.com/CN0381
[4] "Completely Integrated 3-Wire RTD Measurement System Using a Low Power,
Precision, 24-Bit, Sigma-Delta ADC", Analog Circuit Note CN-0383
http://www.analog.com/CN0383
[5] "2- 3- 4- Wire RDT (Pt100 to PT1000)Temperature Measurement"
Ti Presentation
http://www.ti.com/europe/downloads/2-%203-%204-Wire%20RTD%20Measurement.pdf
--
You know, the very powerful and the very stupid have one thing in common.
They don't alters their views to fit the facts, they alter the facts to
fit the views, which can be uncomfortable if you happen to be one of the
facts that needs altering. -- The Doctor
_______________________________________________
To unsubscribe, go to https://www.febo.com/cgi-bin/mailman/listinfo/time-nuts
and follow the instructions there.
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romeo987
2017-06-05 13:20:18 UTC
Permalink
Hi, guys
I have been following time nuts and volt nuts for some time out of interest and fascination. Although my personal backyard hobby is more along a volt nuts line, the two worlds often collide - like in this discussion of temperature sensors, and in particular their long term stability. NTC thermistors appear to be very commonly used in ovens used to stabilize voltage references (solid state as well as chemical) . I have long wondered about their stability. If, as Bruce asserts, "high quality thermistors can achieve drifts of around 1mK/month" then it appears that this level of drift is a significant factor in the "apparent" aging of, say, a bank of Weston cells (which is still my best backyard shot at a voltage reference).

I have had no luck with Google; Bruce's statement is the first quantified allusion that I have seen to this subject. Is there any actual data available on the long term performance of NTC sensors?

Roman
Post by Bruce Griffiths
The other issue that needs to be considered is the drift in temperature sensor characteristics when operated at a constant temperature (as is typical in a continuously operated crystal oven). High quality thermistors can achieve drifts of around 1mK/month. Its unlikely that something as complex as an AD590 will achieve a similar drift (1nA/month in a operating current of 300uA or so at 25C). High quality PRT sensors drift even less than thermistors when operating at constant temperature.
Bruce
Post by Attila Kinali
Moin,
This discussion is kind of getting heated.
Let's put some facts in, to steer it away from
opinion based discussion.
On Sun, 4 Jun 2017 08:44:33 -0700
Post by Donald E. Pauly
I stand by my remark that thermistors have been obsolete for over 40
years. The only exception that I know of is cesium beam tubes that
must withstand a 350° C bakeout. Thermistors are unstable and
manufactured with a witches brew straight out of MacBeth. Their
output voltages are tiny and are they inconvenient to use at different
temperatures.
If you really mean thermistors, and not, as Bob suggested thermocouples,
then I have to disagree. The most stable temperature sensors are
platinum wire sensors. The standards class PRT's are the gold standard
when it comes to temperature measurement, for a quite wide range
(-260°C to +960°C) and are considered very stable. They offer (absolute)
accuracies in the order of 10mK in the temperature range below 400°C.
Even industrial grade PRT sensors give you an absolute accuracy better
than 0.1K up to 200-300°C. The "cheap" PT100 are more of the order of 1-10°C
accuracy... all numbers just using a two-point calibration.
For more information on this see [1] chapter 6 and [2] for industrial sensors.
NTC sensors have a higher variablity of their parameters in production
and are usually specified in % of temperature relative to their reference
point, which is usually 25°C. Typical values are 0.1% to 5%. Additionally
there is a deviation from the reference point, specified in °C, which
is usually in the order of 0.1°C to 1°C.
The NTC sensors are less accurate than PT sensors, but offer the advantage
of higher resistance (thus lower self-heating), higher slope (thus better
precision). Biggest disadvantage is their non-linear curve. Their price
is also a fraction of PT sensors and due to that you can have them in
many different forms, from the 0201 SMD resistor, to a large stainless
steal pipe that goes into a chemical tank. NTCs are the workhorse in
todays temperature measurement and control designs.
The next category are band-gap sensors like the AD590. Their biggest
advantage is that their 0 point is fix at 0K (and very accurately so).
Ie they can be used with single point calibration and achieve 1°C accuracy
this way. Their biggest drawback their large thermal mass and large
insulating case, because they are basically an standard, analog IC.
Ie their main use is in devices where there is a lot of convection and
slow temperature change. Due to their simple and and quite linear
characteristics, they are often used in purely analog temperature
control circuits, or where a linearization is not feasible.
But only if price isn't an issue (they cost 10-1000 times as
much as an PTC). Their biggest disadvantage, beside their slow
thermal raction time, is their large noise uncorrelated to the
supply voltage, and thus cannot be compensated by ratiometric measurement.
They are also more suceptible to mechanical stress than NTC's and PT's,
due to their construction. Similar to voltage references (which they
actually are), their aging is quite substantial and cannot be neglected
in precision application.
With a 3 point calibration, better than 0.5°C accuracy can be achieved
(modulo aging) within their operating temperature range, which is
rather limited, compared to the other sensor types.
I don't know enough about thermocouples to say much about them, beside
that they are cumbersome to work with (e.g. the cold contact) and
produce a low voltage (several µV) output with quite high impedance,
which makes the analog electronics difficult to design as well.
With todays electronics, the easiest sensors to work with are NTC and
PT100/PT1000 as most high resolution delta-sigma ADCs have direct support
for 3 and/or 4 wire measurement of those, including compensation for
reference voltage/current variation. Using a uC as control element
also opens up the possibility to linearize the curve of NTCs without
loss of accuracy. Usually measurement precision, with a state-of-the-art
circuit, is limited by noise coupling into the leads of the sensor
and noise in and around the ADC. (see [3-5])
Post by Donald E. Pauly
Where did you get the idea to use a 1 k load for an AD590?
Jim was refering to a circuit _he_ used in a satellite. Not to your circuit.
Post by Donald E. Pauly
The room temperature coefficient of an AT crystal is -cd 100 ppb per
reference cut angle in minutes. (-600 ppb/C° for standard crystal)
The practical limit in a crystal designed for room temperature is
about 0.1' cut accuracy or ±10 ppb/C°. If you have access to an
atomic standard, you can use feed forward to get ±1 ppb/C°. If the
temperature can be held to ±0.001° C, this is ±1 part per trillion.
This kind of accuracy has never been heard of.
It has been heard of. The 8607 was spec'ed to <2e-10 p-p deviation over temperature range (-30°C to 60°C). Also, to hold the temperature stable to 0.001K in a room temperature environment (let's say 10K variation), you need a thermal gain of >10k. That's quite a bit and needs considerable
design effort. Most OCXO design's I am aware of are in the order of 100
(the DIL14 designs) to a few 1000 for single ovens, to a few 10k for
double ovens. The only exception is the E1938 which achieves >1M.
But that design is not for the faint hearted. I don't remember seeing
any number, but i would guess the 8607 has a thermal gain in the
order of 100k to 1M as well, considering it being a double oven in
a dewar flask.
Also, what do you mean by atomic standard and feed forward?
If you have an atomic standard you don't need to temperature
stabilize your quartz. You can just simply use a PLL to lock
it to your reference and achieve higher stability than any oven
design.
Post by Donald E. Pauly
Feed forward also
allows you to incorporate the components of the oscillator into the
thermal behavior. It does no good to have a perfect crystal if the
oscillator components drift.
Beyond tau=100s, the temperature and moisture sensitivity of the
electronics, combined with the aging of the electronics and the
crystal will be the limit of stability. Of course, this is under
the assumption that you achieved a thermal noise limited design
and thus the 1/f^a noise of the oscillator is negligible in the
time range considered.
Attila Kinali
[1] "Traceable Temperatures - An Introduction to Temperature Measurement
and Calibration", 2nd edition, by Nicholas and White, 2001
[2] "Thin-film platinum resistance thermometer for use at low temperatures
and in high magnetic fields", Haruyama, Yoshizaki, 1986
[3] "Completely Integrated 4-Wire RTD Measurement System Using a Low Power,
Precision, 24-Bit, Sigma-Delta ADC", Analog Circuit Note CN-0381
http://www.analog.com/CN0381
[4] "Completely Integrated 3-Wire RTD Measurement System Using a Low Power,
Precision, 24-Bit, Sigma-Delta ADC", Analog Circuit Note CN-0383
http://www.analog.com/CN0383
[5] "2- 3- 4- Wire RDT (Pt100 to PT1000)Temperature Measurement"
Ti Presentation
http://www.ti.com/europe/downloads/2-%203-%204-Wire%20RTD%20Measurement.pdf
--
You know, the very powerful and the very stupid have one thing in common.
They don't alters their views to fit the facts, they alter the facts to
fit the views, which can be uncomfortable if you happen to be one of the
facts that needs altering. -- The Doctor
_______________________________________________
To unsubscribe, go to https://www.febo.com/cgi-bin/mailman/listinfo/time-nuts
and follow the instructions there.
_______________________________________________
To unsubscribe, go to https://www.febo.com/cgi-bin/mailman/listinfo/time-nuts
and follow the instructions there.
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and follow the instructions there.
Bob kb8tq
2017-06-05 13:45:00 UTC
Permalink
Hi

Well, as part of the process of designing them into OCXO’s you do indeed check their long term stability.
The test is done in an indirect fashion so you only come up with a “it’s below the limit” sort of number. The
typical process involves running a group of OCXO’s on turn to check the frequency and then shifting them
off turn to make a sort of thermometer. After a few months of frequency readings you take them back to turn
for a while. Relative frequency shift math gives you a stability number for the thermistor and the rest of the
circuitry. You may repeat the run for months / shift process a couple of times. If the answer isn’t “I can’t see
a difference” you look for a new thermistor. Since it’s a long drawn out test, the tendency is to stick with a
vendor’s part for quite a while. The parts also tend to be design specific so what works in my (say SMT)
design may not work well in your (say chip and wire) design.

Bob
Post by romeo987
Hi, guys
I have been following time nuts and volt nuts for some time out of interest and fascination. Although my personal backyard hobby is more along a volt nuts line, the two worlds often collide - like in this discussion of temperature sensors, and in particular their long term stability. NTC thermistors appear to be very commonly used in ovens used to stabilize voltage references (solid state as well as chemical) . I have long wondered about their stability. If, as Bruce asserts, "high quality thermistors can achieve drifts of around 1mK/month" then it appears that this level of drift is a significant factor in the "apparent" aging of, say, a bank of Weston cells (which is still my best backyard shot at a voltage reference).
I have had no luck with Google; Bruce's statement is the first quantified allusion that I have seen to this subject. Is there any actual data available on the long term performance of NTC sensors?
Roman
Post by Bruce Griffiths
The other issue that needs to be considered is the drift in temperature sensor characteristics when operated at a constant temperature (as is typical in a continuously operated crystal oven). High quality thermistors can achieve drifts of around 1mK/month. Its unlikely that something as complex as an AD590 will achieve a similar drift (1nA/month in a operating current of 300uA or so at 25C). High quality PRT sensors drift even less than thermistors when operating at constant temperature.
Bruce
Post by Attila Kinali
Moin,
This discussion is kind of getting heated.
Let's put some facts in, to steer it away from
opinion based discussion.
On Sun, 4 Jun 2017 08:44:33 -0700
Post by Donald E. Pauly
I stand by my remark that thermistors have been obsolete for over 40
years. The only exception that I know of is cesium beam tubes that
must withstand a 350° C bakeout. Thermistors are unstable and
manufactured with a witches brew straight out of MacBeth. Their
output voltages are tiny and are they inconvenient to use at different
temperatures.
If you really mean thermistors, and not, as Bob suggested thermocouples,
then I have to disagree. The most stable temperature sensors are
platinum wire sensors. The standards class PRT's are the gold standard
when it comes to temperature measurement, for a quite wide range
(-260°C to +960°C) and are considered very stable. They offer (absolute)
accuracies in the order of 10mK in the temperature range below 400°C.
Even industrial grade PRT sensors give you an absolute accuracy better
than 0.1K up to 200-300°C. The "cheap" PT100 are more of the order of 1-10°C
accuracy... all numbers just using a two-point calibration.
For more information on this see [1] chapter 6 and [2] for industrial sensors.
NTC sensors have a higher variablity of their parameters in production
and are usually specified in % of temperature relative to their reference
point, which is usually 25°C. Typical values are 0.1% to 5%. Additionally
there is a deviation from the reference point, specified in °C, which
is usually in the order of 0.1°C to 1°C.
The NTC sensors are less accurate than PT sensors, but offer the advantage
of higher resistance (thus lower self-heating), higher slope (thus better
precision). Biggest disadvantage is their non-linear curve. Their price
is also a fraction of PT sensors and due to that you can have them in
many different forms, from the 0201 SMD resistor, to a large stainless
steal pipe that goes into a chemical tank. NTCs are the workhorse in
todays temperature measurement and control designs.
The next category are band-gap sensors like the AD590. Their biggest
advantage is that their 0 point is fix at 0K (and very accurately so).
Ie they can be used with single point calibration and achieve 1°C accuracy
this way. Their biggest drawback their large thermal mass and large
insulating case, because they are basically an standard, analog IC.
Ie their main use is in devices where there is a lot of convection and
slow temperature change. Due to their simple and and quite linear
characteristics, they are often used in purely analog temperature
control circuits, or where a linearization is not feasible.
But only if price isn't an issue (they cost 10-1000 times as
much as an PTC). Their biggest disadvantage, beside their slow
thermal raction time, is their large noise uncorrelated to the
supply voltage, and thus cannot be compensated by ratiometric measurement.
They are also more suceptible to mechanical stress than NTC's and PT's,
due to their construction. Similar to voltage references (which they
actually are), their aging is quite substantial and cannot be neglected
in precision application.
With a 3 point calibration, better than 0.5°C accuracy can be achieved
(modulo aging) within their operating temperature range, which is
rather limited, compared to the other sensor types.
I don't know enough about thermocouples to say much about them, beside
that they are cumbersome to work with (e.g. the cold contact) and
produce a low voltage (several µV) output with quite high impedance,
which makes the analog electronics difficult to design as well.
With todays electronics, the easiest sensors to work with are NTC and
PT100/PT1000 as most high resolution delta-sigma ADCs have direct support
for 3 and/or 4 wire measurement of those, including compensation for
reference voltage/current variation. Using a uC as control element
also opens up the possibility to linearize the curve of NTCs without
loss of accuracy. Usually measurement precision, with a state-of-the-art
circuit, is limited by noise coupling into the leads of the sensor
and noise in and around the ADC. (see [3-5])
Post by Donald E. Pauly
Where did you get the idea to use a 1 k load for an AD590?
Jim was refering to a circuit _he_ used in a satellite. Not to your circuit.
Post by Donald E. Pauly
The room temperature coefficient of an AT crystal is -cd 100 ppb per
reference cut angle in minutes. (-600 ppb/C° for standard crystal)
The practical limit in a crystal designed for room temperature is
about 0.1' cut accuracy or ±10 ppb/C°. If you have access to an
atomic standard, you can use feed forward to get ±1 ppb/C°. If the
temperature can be held to ±0.001° C, this is ±1 part per trillion.
This kind of accuracy has never been heard of.
It has been heard of. The 8607 was spec'ed to <2e-10 p-p deviation over temperature range (-30°C to 60°C). Also, to hold the temperature stable to 0.001K in a room temperature environment (let's say 10K variation), you need a thermal gain of >10k. That's quite a bit and needs considerable
design effort. Most OCXO design's I am aware of are in the order of 100
(the DIL14 designs) to a few 1000 for single ovens, to a few 10k for
double ovens. The only exception is the E1938 which achieves >1M.
But that design is not for the faint hearted. I don't remember seeing
any number, but i would guess the 8607 has a thermal gain in the
order of 100k to 1M as well, considering it being a double oven in
a dewar flask.
Also, what do you mean by atomic standard and feed forward?
If you have an atomic standard you don't need to temperature
stabilize your quartz. You can just simply use a PLL to lock
it to your reference and achieve higher stability than any oven
design.
Post by Donald E. Pauly
Feed forward also
allows you to incorporate the components of the oscillator into the
thermal behavior. It does no good to have a perfect crystal if the
oscillator components drift.
Beyond tau=100s, the temperature and moisture sensitivity of the
electronics, combined with the aging of the electronics and the
crystal will be the limit of stability. Of course, this is under
the assumption that you achieved a thermal noise limited design
and thus the 1/f^a noise of the oscillator is negligible in the
time range considered.
Attila Kinali
[1] "Traceable Temperatures - An Introduction to Temperature Measurement
and Calibration", 2nd edition, by Nicholas and White, 2001
[2] "Thin-film platinum resistance thermometer for use at low temperatures
and in high magnetic fields", Haruyama, Yoshizaki, 1986
[3] "Completely Integrated 4-Wire RTD Measurement System Using a Low Power,
Precision, 24-Bit, Sigma-Delta ADC", Analog Circuit Note CN-0381
http://www.analog.com/CN0381
[4] "Completely Integrated 3-Wire RTD Measurement System Using a Low Power,
Precision, 24-Bit, Sigma-Delta ADC", Analog Circuit Note CN-0383
http://www.analog.com/CN0383
[5] "2- 3- 4- Wire RDT (Pt100 to PT1000)Temperature Measurement"
Ti Presentation
http://www.ti.com/europe/downloads/2-%203-%204-Wire%20RTD%20Measurement.pdf
--
You know, the very powerful and the very stupid have one thing in common.
They don't alters their views to fit the facts, they alter the facts to
fit the views, which can be uncomfortable if you happen to be one of the
facts that needs altering. -- The Doctor
_______________________________________________
To unsubscribe, go to https://www.febo.com/cgi-bin/mailman/listinfo/time-nuts
and follow the instructions there.
_______________________________________________
To unsubscribe, go to https://www.febo.com/cgi-bin/mailman/listinfo/time-nuts
and follow the instructions there.
_______________________________________________
To unsubscribe, go to https://www.febo.com/cgi-bin/mailman/listinfo/time-nuts
and follow the instructions there.
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and follow the instructions there.
Bruce Griffiths
2017-06-05 21:49:55 UTC
Permalink
Here's a NIST paper on Thermistor stability:

http://nvlpubs.nist.gov/nistpubs/jres/83/jresv83n3p247_A1b.pdf

Bruce
Post by Bob kb8tq
Hi
Well, as part of the process of designing them into OCXO’s you do indeed check their long term stability.
The test is done in an indirect fashion so you only come up with a “it’s below the limit” sort of number. The
typical process involves running a group of OCXO’s on turn to check the frequency and then shifting them
off turn to make a sort of thermometer. After a few months of frequency readings you take them back to turn
for a while. Relative frequency shift math gives you a stability number for the thermistor and the rest of the
circuitry. You may repeat the run for months / shift process a couple of times. If the answer isn’t “I can’t see
a difference” you look for a new thermistor. Since it’s a long drawn out test, the tendency is to stick with a
vendor’s part for quite a while. The parts also tend to be design specific so what works in my (say SMT)
design may not work well in your (say chip and wire) design.
Bob
Post by romeo987
Hi, guys
I have been following time nuts and volt nuts for some time out of interest and fascination. Although my personal backyard hobby is more along a volt nuts line, the two worlds often collide - like in this discussion of temperature sensors, and in particular their long term stability. NTC thermistors appear to be very commonly used in ovens used to stabilize voltage references (solid state as well as chemical) . I have long wondered about their stability. If, as Bruce asserts, "high quality thermistors can achieve drifts of around 1mK/month" then it appears that this level of drift is a significant factor in the "apparent" aging of, say, a bank of Weston cells (which is still my best backyard shot at a voltage reference).
I have had no luck with Google; Bruce's statement is the first quantified allusion that I have seen to this subject. Is there any actual data available on the long term performance of NTC sensors?
Roman
Post by Bruce Griffiths
The other issue that needs to be considered is the drift in temperature sensor characteristics when operated at a constant temperature (as is typical in a continuously operated crystal oven). High quality thermistors can achieve drifts of around 1mK/month. Its unlikely that something as complex as an AD590 will achieve a similar drift (1nA/month in a operating current of 300uA or so at 25C). High quality PRT sensors drift even less than thermistors when operating at constant temperature.
Bruce
Post by Attila Kinali
Moin,
This discussion is kind of getting heated.
Let's put some facts in, to steer it away from
opinion based discussion.
On Sun, 4 Jun 2017 08:44:33 -0700
Post by Donald E. Pauly
I stand by my remark that thermistors have been obsolete for over 40
years. The only exception that I know of is cesium beam tubes that
must withstand a 350° C bakeout. Thermistors are unstable and
manufactured with a witches brew straight out of MacBeth. Their
output voltages are tiny and are they inconvenient to use at different
temperatures.
If you really mean thermistors, and not, as Bob suggested thermocouples,
then I have to disagree. The most stable temperature sensors are
platinum wire sensors. The standards class PRT's are the gold standard
when it comes to temperature measurement, for a quite wide range
(-260°C to +960°C) and are considered very stable. They offer (absolute)
accuracies in the order of 10mK in the temperature range below 400°C.
Even industrial grade PRT sensors give you an absolute accuracy better
than 0.1K up to 200-300°C. The "cheap" PT100 are more of the order of 1-10°C
accuracy... all numbers just using a two-point calibration.
For more information on this see [1] chapter 6 and [2] for industrial sensors.
NTC sensors have a higher variablity of their parameters in production
and are usually specified in % of temperature relative to their reference
point, which is usually 25°C. Typical values are 0.1% to 5%. Additionally
there is a deviation from the reference point, specified in °C, which
is usually in the order of 0.1°C to 1°C.
The NTC sensors are less accurate than PT sensors, but offer the advantage
of higher resistance (thus lower self-heating), higher slope (thus better
precision). Biggest disadvantage is their non-linear curve. Their price
is also a fraction of PT sensors and due to that you can have them in
many different forms, from the 0201 SMD resistor, to a large stainless
steal pipe that goes into a chemical tank. NTCs are the workhorse in
todays temperature measurement and control designs.
The next category are band-gap sensors like the AD590. Their biggest
advantage is that their 0 point is fix at 0K (and very accurately so).
Ie they can be used with single point calibration and achieve 1°C accuracy
this way. Their biggest drawback their large thermal mass and large
insulating case, because they are basically an standard, analog IC.
Ie their main use is in devices where there is a lot of convection and
slow temperature change. Due to their simple and and quite linear
characteristics, they are often used in purely analog temperature
control circuits, or where a linearization is not feasible.
But only if price isn't an issue (they cost 10-1000 times as
much as an PTC). Their biggest disadvantage, beside their slow
thermal raction time, is their large noise uncorrelated to the
supply voltage, and thus cannot be compensated by ratiometric measurement.
They are also more suceptible to mechanical stress than NTC's and PT's,
due to their construction. Similar to voltage references (which they
actually are), their aging is quite substantial and cannot be neglected
in precision application.
With a 3 point calibration, better than 0.5°C accuracy can be achieved
(modulo aging) within their operating temperature range, which is
rather limited, compared to the other sensor types.
I don't know enough about thermocouples to say much about them, beside
that they are cumbersome to work with (e.g. the cold contact) and
produce a low voltage (several µV) output with quite high impedance,
which makes the analog electronics difficult to design as well.
With todays electronics, the easiest sensors to work with are NTC and
PT100/PT1000 as most high resolution delta-sigma ADCs have direct support
for 3 and/or 4 wire measurement of those, including compensation for
reference voltage/current variation. Using a uC as control element
also opens up the possibility to linearize the curve of NTCs without
loss of accuracy. Usually measurement precision, with a state-of-the-art
circuit, is limited by noise coupling into the leads of the sensor
and noise in and around the ADC. (see [3-5])
Post by Donald E. Pauly
Where did you get the idea to use a 1 k load for an AD590?
Jim was refering to a circuit _he_ used in a satellite. Not to your circuit.
The room temperature coefficient of an AT crystal is -cd 100 ppb per
reference cut angle in minutes. (-600 ppb/C° for standard crystal)
The practical limit in a crystal designed for room temperature is
about 0.1' cut accuracy or ±10 ppb/C°. If you have access to an
atomic standard, you can use feed forward to get ±1 ppb/C°. If the
temperature can be held to ±0.001° C, this is ±1 part per trillion.
This kind of accuracy has never been heard of.
It has been heard of. The 8607 was spec'ed to <2e-10 p-p deviation over temperature range (-30°C to 60°C). Also, to hold the temperature stable to 0.001K in a room temperature environment (let's say 10K variation), you need a thermal gain of >10k. That's quite a bit and needs considerable
design effort. Most OCXO design's I am aware of are in the order of 100
(the DIL14 designs) to a few 1000 for single ovens, to a few 10k for
double ovens. The only exception is the E1938 which achieves >1M.
But that design is not for the faint hearted. I don't remember seeing
any number, but i would guess the 8607 has a thermal gain in the
order of 100k to 1M as well, considering it being a double oven in
a dewar flask.
Also, what do you mean by atomic standard and feed forward?
If you have an atomic standard you don't need to temperature
stabilize your quartz. You can just simply use a PLL to lock
it to your reference and achieve higher stability than any oven
design.
Post by Donald E. Pauly
Feed forward also
allows you to incorporate the components of the oscillator into the
thermal behavior. It does no good to have a perfect crystal if the
oscillator components drift.
Beyond tau=100s, the temperature and moisture sensitivity of the
electronics, combined with the aging of the electronics and the
crystal will be the limit of stability. Of course, this is under
the assumption that you achieved a thermal noise limited design
and thus the 1/f^a noise of the oscillator is negligible in the
time range considered.
Attila Kinali
[1] "Traceable Temperatures - An Introduction to Temperature Measurement
and Calibration", 2nd edition, by Nicholas and White, 2001
[2] "Thin-film platinum resistance thermometer for use at low temperatures
and in high magnetic fields", Haruyama, Yoshizaki, 1986
[3] "Completely Integrated 4-Wire RTD Measurement System Using a Low Power,
Precision, 24-Bit, Sigma-Delta ADC", Analog Circuit Note CN-0381
http://www.analog.com/CN0381
[4] "Completely Integrated 3-Wire RTD Measurement System Using a Low Power,
Precision, 24-Bit, Sigma-Delta ADC", Analog Circuit Note CN-0383
http://www.analog.com/CN0383
[5] "2- 3- 4- Wire RDT (Pt100 to PT1000)Temperature Measurement"
Ti Presentation
http://www.ti.com/europe/downloads/2-%203-%204-Wire%20RTD%20Measurement.pdf
--
You know, the very powerful and the very stupid have one thing in common.
They don't alters their views to fit the facts, they alter the facts to
fit the views, which can be uncomfortable if you happen to be one of the
facts that needs altering. -- The Doctor
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Bruce Griffiths
2017-06-05 22:07:35 UTC
Permalink
Additional info/papers on Thermistor stability:

http://www.digikey.com/en/pdf/u/us-sensor/us-sensor-stability-long-term-aging

https://www.thermistor.com/sites/default/files/specsheets/T150-Series-Stability.pdf

https://www.vishay.com/docs/49498/ntcs-e3-smt_vmn-pt0283.pdf

From LIGO:

http://www.aspe.net/publications/Annual_2008/POSTERS/08UNCER/2643.PDF

Bruce
Post by Bruce Griffiths
http://nvlpubs.nist.gov/nistpubs/jres/83/jresv83n3p247_A1b.pdf
Bruce
Post by Bob kb8tq
Hi
Well, as part of the process of designing them into OCXO’s you do indeed check their long term stability.
The test is done in an indirect fashion so you only come up with a “it’s below the limit” sort of number. The
typical process involves running a group of OCXO’s on turn to check the frequency and then shifting them
off turn to make a sort of thermometer. After a few months of frequency readings you take them back to turn
for a while. Relative frequency shift math gives you a stability number for the thermistor and the rest of the
circuitry. You may repeat the run for months / shift process a couple of times. If the answer isn’t “I can’t see
a difference” you look for a new thermistor. Since it’s a long drawn out test, the tendency is to stick with a
vendor’s part for quite a while. The parts also tend to be design specific so what works in my (say SMT)
design may not work well in your (say chip and wire) design.
Bob
Post by romeo987
Hi, guys
I have been following time nuts and volt nuts for some time out of interest and fascination. Although my personal backyard hobby is more along a volt nuts line, the two worlds often collide - like in this discussion of temperature sensors, and in particular their long term stability. NTC thermistors appear to be very commonly used in ovens used to stabilize voltage references (solid state as well as chemical) . I have long wondered about their stability. If, as Bruce asserts, "high quality thermistors can achieve drifts of around 1mK/month" then it appears that this level of drift is a significant factor in the "apparent" aging of, say, a bank of Weston cells (which is still my best backyard shot at a voltage reference).
I have had no luck with Google; Bruce's statement is the first quantified allusion that I have seen to this subject. Is there any actual data available on the long term performance of NTC sensors?
Roman
Post by Bruce Griffiths
The other issue that needs to be considered is the drift in temperature sensor characteristics when operated at a constant temperature (as is typical in a continuously operated crystal oven). High quality thermistors can achieve drifts of around 1mK/month. Its unlikely that something as complex as an AD590 will achieve a similar drift (1nA/month in a operating current of 300uA or so at 25C). High quality PRT sensors drift even less than thermistors when operating at constant temperature.
Bruce
Post by Attila Kinali
Moin,
This discussion is kind of getting heated.
Let's put some facts in, to steer it away from
opinion based discussion.
On Sun, 4 Jun 2017 08:44:33 -0700
Post by Attila Kinali
Post by Donald E. Pauly
I stand by my remark that thermistors have been obsolete for over 40
years. The only exception that I know of is cesium beam tubes that
must withstand a 350° C bakeout. Thermistors are unstable and
manufactured with a witches brew straight out of MacBeth. Their
output voltages are tiny and are they inconvenient to use at different
temperatures.
If you really mean thermistors, and not, as Bob suggested thermocouples,
then I have to disagree. The most stable temperature sensors are
platinum wire sensors. The standards class PRT's are the gold standard
when it comes to temperature measurement, for a quite wide range
(-260°C to +960°C) and are considered very stable. They offer (absolute)
accuracies in the order of 10mK in the temperature range below 400°C.
Even industrial grade PRT sensors give you an absolute accuracy better
than 0.1K up to 200-300°C. The "cheap" PT100 are more of the order of 1-10°C
accuracy... all numbers just using a two-point calibration.
Post by Donald E. Pauly
For more information on this see [1] chapter 6 and [2] for industrial sensors.
NTC sensors have a higher variablity of their parameters in production
and are usually specified in % of temperature relative to their reference
point, which is usually 25°C. Typical values are 0.1% to 5%. Additionally
there is a deviation from the reference point, specified in °C, which
is usually in the order of 0.1°C to 1°C.
The NTC sensors are less accurate than PT sensors, but offer the advantage
of higher resistance (thus lower self-heating), higher slope (thus better
precision). Biggest disadvantage is their non-linear curve. Their price
is also a fraction of PT sensors and due to that you can have them in
many different forms, from the 0201 SMD resistor, to a large stainless
steal pipe that goes into a chemical tank. NTCs are the workhorse in
todays temperature measurement and control designs.
The next category are band-gap sensors like the AD590. Their biggest
advantage is that their 0 point is fix at 0K (and very accurately so).
Ie they can be used with single point calibration and achieve 1°C accuracy
this way. Their biggest drawback their large thermal mass and large
insulating case, because they are basically an standard, analog IC.
Ie their main use is in devices where there is a lot of convection and
slow temperature change. Due to their simple and and quite linear
characteristics, they are often used in purely analog temperature
control circuits, or where a linearization is not feasible.
But only if price isn't an issue (they cost 10-1000 times as
much as an PTC). Their biggest disadvantage, beside their slow
thermal raction time, is their large noise uncorrelated to the
supply voltage, and thus cannot be compensated by ratiometric measurement.
They are also more suceptible to mechanical stress than NTC's and PT's,
due to their construction. Similar to voltage references (which they
actually are), their aging is quite substantial and cannot be neglected
in precision application.
With a 3 point calibration, better than 0.5°C accuracy can be achieved
(modulo aging) within their operating temperature range, which is
rather limited, compared to the other sensor types.
I don't know enough about thermocouples to say much about them, beside
that they are cumbersome to work with (e.g. the cold contact) and
produce a low voltage (several µV) output with quite high impedance,
which makes the analog electronics difficult to design as well.
With todays electronics, the easiest sensors to work with are NTC and
PT100/PT1000 as most high resolution delta-sigma ADCs have direct support
for 3 and/or 4 wire measurement of those, including compensation for
reference voltage/current variation. Using a uC as control element
also opens up the possibility to linearize the curve of NTCs without
loss of accuracy. Usually measurement precision, with a state-of-the-art
circuit, is limited by noise coupling into the leads of the sensor
and noise in and around the ADC. (see [3-5])
Post by Attila Kinali
Post by Donald E. Pauly
Where did you get the idea to use a 1 k load for an AD590?
Jim was refering to a circuit _he_ used in a satellite. Not to your circuit.
The room temperature coefficient of an AT crystal is -cd 100 ppb per
reference cut angle in minutes. (-600 ppb/C° for standard crystal)
The practical limit in a crystal designed for room temperature is
about 0.1' cut accuracy or ±10 ppb/C°. If you have access to an
atomic standard, you can use feed forward to get ±1 ppb/C°. If the
temperature can be held to ±0.001° C, this is ±1 part per trillion.
This kind of accuracy has never been heard of.
It has been heard of. The 8607 was spec'ed to <2e-10 p-p deviation over temperature range (-30°C to 60°C). Also, to hold the temperature stable to 0.001K in a room temperature environment (let's say 10K variation), you need a thermal gain of >10k. That's quite a bit and needs considerable
design effort. Most OCXO design's I am aware of are in the order of 100
(the DIL14 designs) to a few 1000 for single ovens, to a few 10k for
double ovens. The only exception is the E1938 which achieves >1M.
But that design is not for the faint hearted. I don't remember seeing
any number, but i would guess the 8607 has a thermal gain in the
order of 100k to 1M as well, considering it being a double oven in
a dewar flask.
Post by Donald E. Pauly
Also, what do you mean by atomic standard and feed forward?
If you have an atomic standard you don't need to temperature
stabilize your quartz. You can just simply use a PLL to lock
it to your reference and achieve higher stability than any oven
design.
Feed forward also
allows you to incorporate the components of the oscillator into the
thermal behavior. It does no good to have a perfect crystal if the
oscillator components drift.
Beyond tau=100s, the temperature and moisture sensitivity of the
electronics, combined with the aging of the electronics and the
crystal will be the limit of stability. Of course, this is under
the assumption that you achieved a thermal noise limited design
and thus the 1/f^a noise of the oscillator is negligible in the
time range considered.
Post by Donald E. Pauly
Attila Kinali
[1] "Traceable Temperatures - An Introduction to Temperature Measurement
and Calibration", 2nd edition, by Nicholas and White, 2001
[2] "Thin-film platinum resistance thermometer for use at low temperatures
and in high magnetic fields", Haruyama, Yoshizaki, 1986
[3] "Completely Integrated 4-Wire RTD Measurement System Using a Low Power,
Precision, 24-Bit, Sigma-Delta ADC", Analog Circuit Note CN-0381
http://www.analog.com/CN0381
[4] "Completely Integrated 3-Wire RTD Measurement System Using a Low Power,
Precision, 24-Bit, Sigma-Delta ADC", Analog Circuit Note CN-0383
http://www.analog.com/CN0383
[5] "2- 3- 4- Wire RDT (Pt100 to PT1000)Temperature Measurement"
Ti Presentation
http://www.ti.com/europe/downloads/2-%203-%204-Wire%20RTD%20Measurement.pdf
--
You know, the very powerful and the very stupid have one thing in common.
They don't alters their views to fit the facts, they alter the facts to
fit the views, which can be uncomfortable if you happen to be one of the
facts that needs altering. -- The Doctor
_______________________________________________
To unsubscribe, go to https://www.febo.com/cgi-bin/mailman/listinfo/time-nuts
and follow the instructions there.
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To unsubscribe, go to https://www.febo.com/cgi-bin/mailman/listinfo/time-nuts
and follow the instructions there.
Post by Attila Kinali
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jimlux
2017-06-05 01:55:30 UTC
Permalink
Post by Attila Kinali
Post by Donald E. Pauly
Where did you get the idea to use a 1 k load for an AD590?
Jim was refering to a circuit _he_ used in a satellite. Not to your circuit.
We've also used 3k. It's more about supply voltage, expected
temperature range, and the ADC you're using (if any). 1k is handy if
you're running off 5V and are feeding a 1 volt full scale ADC - room
temp is 0.3 V. Note that the *minimum* voltage across an AD590 is 4V,
so if you've got a 3V supply, you're out of luck.

10k gives you 3V at room temp, and is quite ok into a 5V ADC, as long as
your supply is at least 7-8 volts.

There is self heating to worry about if you have a high supply voltage
(12V @ 0.3 mA is 3.6 mW), but realistically, all sensors have that
problem (unless you are using a PRT in some sort of bridge that nulls
the current)


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Adrian Godwin
2017-06-05 00:18:59 UTC
Permalink
Where do digital sensors (e.g. ds1820 and some more recent parts from TI)
fit into this ?
Post by Attila Kinali
Moin,
This discussion is kind of getting heated.
Let's put some facts in, to steer it away from
opinion based discussion.
On Sun, 4 Jun 2017 08:44:33 -0700
Post by Donald E. Pauly
I stand by my remark that thermistors have been obsolete for over 40
years. The only exception that I know of is cesium beam tubes that
must withstand a 350° C bakeout. Thermistors are unstable and
manufactured with a witches brew straight out of MacBeth. Their
output voltages are tiny and are they inconvenient to use at different
temperatures.
If you really mean thermistors, and not, as Bob suggested thermocouples,
then I have to disagree. The most stable temperature sensors are
platinum wire sensors. The standards class PRT's are the gold standard
when it comes to temperature measurement, for a quite wide range
(-260°C to +960°C) and are considered very stable. They offer (absolute)
accuracies in the order of 10mK in the temperature range below 400°C.
Even industrial grade PRT sensors give you an absolute accuracy better
than 0.1K up to 200-300°C. The "cheap" PT100 are more of the order of 1-10°C
accuracy... all numbers just using a two-point calibration.
For more information on this see [1] chapter 6 and [2] for industrial sensors.
NTC sensors have a higher variablity of their parameters in production
and are usually specified in % of temperature relative to their reference
point, which is usually 25°C. Typical values are 0.1% to 5%. Additionally
there is a deviation from the reference point, specified in °C, which
is usually in the order of 0.1°C to 1°C.
The NTC sensors are less accurate than PT sensors, but offer the advantage
of higher resistance (thus lower self-heating), higher slope (thus better
precision). Biggest disadvantage is their non-linear curve. Their price
is also a fraction of PT sensors and due to that you can have them in
many different forms, from the 0201 SMD resistor, to a large stainless
steal pipe that goes into a chemical tank. NTCs are the workhorse in
todays temperature measurement and control designs.
The next category are band-gap sensors like the AD590. Their biggest
advantage is that their 0 point is fix at 0K (and very accurately so).
Ie they can be used with single point calibration and achieve 1°C accuracy
this way. Their biggest drawback their large thermal mass and large
insulating case, because they are basically an standard, analog IC.
Ie their main use is in devices where there is a lot of convection and
slow temperature change. Due to their simple and and quite linear
characteristics, they are often used in purely analog temperature
control circuits, or where a linearization is not feasible.
But only if price isn't an issue (they cost 10-1000 times as
much as an PTC). Their biggest disadvantage, beside their slow
thermal raction time, is their large noise uncorrelated to the
supply voltage, and thus cannot be compensated by ratiometric measurement.
They are also more suceptible to mechanical stress than NTC's and PT's,
due to their construction. Similar to voltage references (which they
actually are), their aging is quite substantial and cannot be neglected
in precision application.
With a 3 point calibration, better than 0.5°C accuracy can be achieved
(modulo aging) within their operating temperature range, which is
rather limited, compared to the other sensor types.
I don't know enough about thermocouples to say much about them, beside
that they are cumbersome to work with (e.g. the cold contact) and
produce a low voltage (several µV) output with quite high impedance,
which makes the analog electronics difficult to design as well.
With todays electronics, the easiest sensors to work with are NTC and
PT100/PT1000 as most high resolution delta-sigma ADCs have direct support
for 3 and/or 4 wire measurement of those, including compensation for
reference voltage/current variation. Using a uC as control element
also opens up the possibility to linearize the curve of NTCs without
loss of accuracy. Usually measurement precision, with a state-of-the-art
circuit, is limited by noise coupling into the leads of the sensor
and noise in and around the ADC. (see [3-5])
Post by Donald E. Pauly
Where did you get the idea to use a 1 k load for an AD590?
Jim was refering to a circuit _he_ used in a satellite. Not to your circuit.
Post by Donald E. Pauly
The room temperature coefficient of an AT crystal is -cd 100 ppb per
reference cut angle in minutes. (-600 ppb/C° for standard crystal)
The practical limit in a crystal designed for room temperature is
about 0.1' cut accuracy or ±10 ppb/C°. If you have access to an
atomic standard, you can use feed forward to get ±1 ppb/C°. If the
temperature can be held to ±0.001° C, this is ±1 part per trillion.
This kind of accuracy has never been heard of.
It has been heard of. The 8607 was spec'ed to <2e-10 p-p deviation
over temperature range (-30°C to 60°C). Also, to hold the temperature
stable to 0.001K in a room temperature environment (let's say 10K variation),
you need a thermal gain of >10k. That's quite a bit and needs considerable
design effort. Most OCXO design's I am aware of are in the order of 100
(the DIL14 designs) to a few 1000 for single ovens, to a few 10k for
double ovens. The only exception is the E1938 which achieves >1M.
But that design is not for the faint hearted. I don't remember seeing
any number, but i would guess the 8607 has a thermal gain in the
order of 100k to 1M as well, considering it being a double oven in
a dewar flask.
Also, what do you mean by atomic standard and feed forward?
If you have an atomic standard you don't need to temperature
stabilize your quartz. You can just simply use a PLL to lock
it to your reference and achieve higher stability than any oven
design.
Post by Donald E. Pauly
Feed forward also
allows you to incorporate the components of the oscillator into the
thermal behavior. It does no good to have a perfect crystal if the
oscillator components drift.
Beyond tau=100s, the temperature and moisture sensitivity of the
electronics, combined with the aging of the electronics and the
crystal will be the limit of stability. Of course, this is under
the assumption that you achieved a thermal noise limited design
and thus the 1/f^a noise of the oscillator is negligible in the
time range considered.
Attila Kinali
[1] "Traceable Temperatures - An Introduction to Temperature Measurement
and Calibration", 2nd edition, by Nicholas and White, 2001
[2] "Thin-film platinum resistance thermometer for use at low temperatures
and in high magnetic fields", Haruyama, Yoshizaki, 1986
[3] "Completely Integrated 4-Wire RTD Measurement System Using a Low Power,
Precision, 24-Bit, Sigma-Delta ADC", Analog Circuit Note CN-0381
http://www.analog.com/CN0381
[4] "Completely Integrated 3-Wire RTD Measurement System Using a Low Power,
Precision, 24-Bit, Sigma-Delta ADC", Analog Circuit Note CN-0383
http://www.analog.com/CN0383
[5] "2- 3- 4- Wire RDT (Pt100 to PT1000)Temperature Measurement"
Ti Presentation
http://www.ti.com/europe/downloads/2-%203-%204-Wire%
20RTD%20Measurement.pdf
--
You know, the very powerful and the very stupid have one thing in common.
They don't alters their views to fit the facts, they alter the facts to
fit the views, which can be uncomfortable if you happen to be one of the
facts that needs altering. -- The Doctor
_______________________________________________
To unsubscribe, go to https://www.febo.com/cgi-bin/
mailman/listinfo/time-nuts
and follow the instructions there.
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time-nuts mailing list -- time-***@febo.com
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and follow the instructions there.
Bob kb8tq
2017-06-05 10:53:38 UTC
Permalink
Hi

If your objective is a resolution of < 0.001 C at something < 1 second, the current crop of
digital sensors don’t quite do what you need to do. They are a terrific way to do wide range
measurements that might feed into some sort of correction algorithm. A conventional
thermistor bridge falls apart if you try to run it -55 to +125. The range of resistances
involved results in significantly lowered resolution at the end(s) of the range.

Bob
Post by Adrian Godwin
Where do digital sensors (e.g. ds1820 and some more recent parts from TI)
fit into this ?
Post by Attila Kinali
Moin,
This discussion is kind of getting heated.
Let's put some facts in, to steer it away from
opinion based discussion.
On Sun, 4 Jun 2017 08:44:33 -0700
Post by Donald E. Pauly
I stand by my remark that thermistors have been obsolete for over 40
years. The only exception that I know of is cesium beam tubes that
must withstand a 350° C bakeout. Thermistors are unstable and
manufactured with a witches brew straight out of MacBeth. Their
output voltages are tiny and are they inconvenient to use at different
temperatures.
If you really mean thermistors, and not, as Bob suggested thermocouples,
then I have to disagree. The most stable temperature sensors are
platinum wire sensors. The standards class PRT's are the gold standard
when it comes to temperature measurement, for a quite wide range
(-260°C to +960°C) and are considered very stable. They offer (absolute)
accuracies in the order of 10mK in the temperature range below 400°C.
Even industrial grade PRT sensors give you an absolute accuracy better
than 0.1K up to 200-300°C. The "cheap" PT100 are more of the order of 1-10°C
accuracy... all numbers just using a two-point calibration.
For more information on this see [1] chapter 6 and [2] for industrial sensors.
NTC sensors have a higher variablity of their parameters in production
and are usually specified in % of temperature relative to their reference
point, which is usually 25°C. Typical values are 0.1% to 5%. Additionally
there is a deviation from the reference point, specified in °C, which
is usually in the order of 0.1°C to 1°C.
The NTC sensors are less accurate than PT sensors, but offer the advantage
of higher resistance (thus lower self-heating), higher slope (thus better
precision). Biggest disadvantage is their non-linear curve. Their price
is also a fraction of PT sensors and due to that you can have them in
many different forms, from the 0201 SMD resistor, to a large stainless
steal pipe that goes into a chemical tank. NTCs are the workhorse in
todays temperature measurement and control designs.
The next category are band-gap sensors like the AD590. Their biggest
advantage is that their 0 point is fix at 0K (and very accurately so).
Ie they can be used with single point calibration and achieve 1°C accuracy
this way. Their biggest drawback their large thermal mass and large
insulating case, because they are basically an standard, analog IC.
Ie their main use is in devices where there is a lot of convection and
slow temperature change. Due to their simple and and quite linear
characteristics, they are often used in purely analog temperature
control circuits, or where a linearization is not feasible.
But only if price isn't an issue (they cost 10-1000 times as
much as an PTC). Their biggest disadvantage, beside their slow
thermal raction time, is their large noise uncorrelated to the
supply voltage, and thus cannot be compensated by ratiometric measurement.
They are also more suceptible to mechanical stress than NTC's and PT's,
due to their construction. Similar to voltage references (which they
actually are), their aging is quite substantial and cannot be neglected
in precision application.
With a 3 point calibration, better than 0.5°C accuracy can be achieved
(modulo aging) within their operating temperature range, which is
rather limited, compared to the other sensor types.
I don't know enough about thermocouples to say much about them, beside
that they are cumbersome to work with (e.g. the cold contact) and
produce a low voltage (several µV) output with quite high impedance,
which makes the analog electronics difficult to design as well.
With todays electronics, the easiest sensors to work with are NTC and
PT100/PT1000 as most high resolution delta-sigma ADCs have direct support
for 3 and/or 4 wire measurement of those, including compensation for
reference voltage/current variation. Using a uC as control element
also opens up the possibility to linearize the curve of NTCs without
loss of accuracy. Usually measurement precision, with a state-of-the-art
circuit, is limited by noise coupling into the leads of the sensor
and noise in and around the ADC. (see [3-5])
Post by Donald E. Pauly
Where did you get the idea to use a 1 k load for an AD590?
Jim was refering to a circuit _he_ used in a satellite. Not to your circuit.
Post by Donald E. Pauly
The room temperature coefficient of an AT crystal is -cd 100 ppb per
reference cut angle in minutes. (-600 ppb/C° for standard crystal)
The practical limit in a crystal designed for room temperature is
about 0.1' cut accuracy or ±10 ppb/C°. If you have access to an
atomic standard, you can use feed forward to get ±1 ppb/C°. If the
temperature can be held to ±0.001° C, this is ±1 part per trillion.
This kind of accuracy has never been heard of.
It has been heard of. The 8607 was spec'ed to <2e-10 p-p deviation
over temperature range (-30°C to 60°C). Also, to hold the temperature
stable to 0.001K in a room temperature environment (let's say 10K variation),
you need a thermal gain of >10k. That's quite a bit and needs considerable
design effort. Most OCXO design's I am aware of are in the order of 100
(the DIL14 designs) to a few 1000 for single ovens, to a few 10k for
double ovens. The only exception is the E1938 which achieves >1M.
But that design is not for the faint hearted. I don't remember seeing
any number, but i would guess the 8607 has a thermal gain in the
order of 100k to 1M as well, considering it being a double oven in
a dewar flask.
Also, what do you mean by atomic standard and feed forward?
If you have an atomic standard you don't need to temperature
stabilize your quartz. You can just simply use a PLL to lock
it to your reference and achieve higher stability than any oven
design.
Post by Donald E. Pauly
Feed forward also
allows you to incorporate the components of the oscillator into the
thermal behavior. It does no good to have a perfect crystal if the
oscillator components drift.
Beyond tau=100s, the temperature and moisture sensitivity of the
electronics, combined with the aging of the electronics and the
crystal will be the limit of stability. Of course, this is under
the assumption that you achieved a thermal noise limited design
and thus the 1/f^a noise of the oscillator is negligible in the
time range considered.
Attila Kinali
[1] "Traceable Temperatures - An Introduction to Temperature Measurement
and Calibration", 2nd edition, by Nicholas and White, 2001
[2] "Thin-film platinum resistance thermometer for use at low temperatures
and in high magnetic fields", Haruyama, Yoshizaki, 1986
[3] "Completely Integrated 4-Wire RTD Measurement System Using a Low Power,
Precision, 24-Bit, Sigma-Delta ADC", Analog Circuit Note CN-0381
http://www.analog.com/CN0381
[4] "Completely Integrated 3-Wire RTD Measurement System Using a Low Power,
Precision, 24-Bit, Sigma-Delta ADC", Analog Circuit Note CN-0383
http://www.analog.com/CN0383
[5] "2- 3- 4- Wire RDT (Pt100 to PT1000)Temperature Measurement"
Ti Presentation
http://www.ti.com/europe/downloads/2-%203-%204-Wire%
20RTD%20Measurement.pdf
--
You know, the very powerful and the very stupid have one thing in common.
They don't alters their views to fit the facts, they alter the facts to
fit the views, which can be uncomfortable if you happen to be one of the
facts that needs altering. -- The Doctor
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Attila Kinali
2017-06-05 11:30:13 UTC
Permalink
On Mon, 5 Jun 2017 01:18:59 +0100
Post by Adrian Godwin
Where do digital sensors (e.g. ds1820 and some more recent parts from TI)
fit into this ?
AFAIK, these are all band-gap temperature sensors. But unlike a discrete
sensor, you have the problem that they only contain a low resolution
ADC on die (somewhere between 8 and 14 bit). If your goal is to measure
temperature and report it with an accuracy of about 1°C, then these are
the easiest to use sensors you can buy. Sensor noise doesn't really matter
with them, as it is dominated by the low ADC resolution. I don't have any
long term stability data on those, but given their use-case I do not think
that they are very stable. Although long term stability might not be an
issue at all, again due to low ADC resolution.


If you need better precision, accuracy, or stability, then choosing one
of the modern delta-sigma ADCs that directly support thermistors
(e.g. like AD7124) is not much more difficult, though a bit more expensive
(around 10USD instead of 5USD like for an TMP107). Additionally you need
to calbirate the system, which means you need a reference temperature sensor
and a setup with which you can produce different temperatures. Though for
an oven kind of temperature control, one can live without calibration.


Attila Kinali
--
You know, the very powerful and the very stupid have one thing in common.
They don't alters their views to fit the facts, they alter the facts to
fit the views, which can be uncomfortable if you happen to be one of the
facts that needs altering. -- The Doctor
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Bob kb8tq
2017-06-05 11:41:46 UTC
Permalink
Hi
Post by Attila Kinali
On Mon, 5 Jun 2017 01:18:59 +0100
Post by Adrian Godwin
Where do digital sensors (e.g. ds1820 and some more recent parts from TI)
fit into this ?
AFAIK, these are all band-gap temperature sensors. But unlike a discrete
sensor, you have the problem that they only contain a low resolution
ADC on die (somewhere between 8 and 14 bit). If your goal is to measure
temperature and report it with an accuracy of about 1°C, then these are
the easiest to use sensors you can buy. Sensor noise doesn't really matter
with them, as it is dominated by the low ADC resolution. I don't have any
long term stability data on those, but given their use-case I do not think
that they are very stable.
Based on using them in a lot of designs, they are indeed quite stable. They are not
going to rival a thermistor or an RTD, but compared to their resolution they are stable.
Put another way, if they read out at the (say) 0.5 C level, you can come back a year later
and the temperature repeats at < the 0.5 C level.

None of this is simple or straightforward. All temperature sensors have a sensitivity
to strain. They all exhibit some level of hysteresis. That can make aging measurements
a bit challenging.

Bob
Post by Attila Kinali
Although long term stability might not be an
issue at all, again due to low ADC resolution.
If you need better precision, accuracy, or stability, then choosing one
of the modern delta-sigma ADCs that directly support thermistors
(e.g. like AD7124) is not much more difficult, though a bit more expensive
(around 10USD instead of 5USD like for an TMP107). Additionally you need
to calbirate the system, which means you need a reference temperature sensor
and a setup with which you can produce different temperatures. Though for
an oven kind of temperature control, one can live without calibration.
Attila Kinali
--
You know, the very powerful and the very stupid have one thing in common.
They don't alters their views to fit the facts, they alter the facts to
fit the views, which can be uncomfortable if you happen to be one of the
facts that needs altering. -- The Doctor
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Poul-Henning Kamp
2017-06-05 19:43:25 UTC
Permalink
--------
Post by Attila Kinali
Post by Adrian Godwin
Where do digital sensors (e.g. ds1820 and some more recent parts from TI)
fit into this ?
AFAIK, these are all band-gap temperature sensors.
The Ds1820 is based on the frequency difference between two
free-running silicon oscillators with different physical design.
--
Poul-Henning Kamp | UNIX since Zilog Zeus 3.20
***@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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Dr. David Kirkby (Kirkby Microwave Ltd)
2017-06-05 21:42:32 UTC
Permalink
Post by Attila Kinali
Moin,
This discussion is kind of getting heated.
Let's put some facts in, to steer it away from
opinion based discussion.
I can't find it now, but I know someone said thermocouples are obsolete. I
spoke to a friend tonight who services industrial boilders. He said
thermocouples are far from obsolesce, at temperatures of a few hundred deg
C, as nothing else works.


Dave
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Poul-Henning Kamp
2017-06-06 05:13:28 UTC
Permalink
--------
Post by Dr. David Kirkby (Kirkby Microwave Ltd)
I can't find it now, but I know someone said thermocouples are obsolete. I
spoke to a friend tonight who services industrial boilders. He said
thermocouples are far from obsolesce, at temperatures of a few hundred deg
C, as nothing else works.
Thermocouples are not obsolete.

If nothing else because they are cheap and can be made on the spot and
in all sorts of weird shapes.

The only thing which competes with thermocouples in high temperature
is platinum, which is horribly expensive by comparison and more
prone to noise than thermocouples.
--
Poul-Henning Kamp | UNIX since Zilog Zeus 3.20
***@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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Donald E. Pauly
2017-06-07 01:08:27 UTC
Permalink
https://www.febo.com/pipermail/time-nuts/2017-May/105566.html

I said that thermistors have been obsolete for 40 years not
themocouples. (With a FEW rare exceptions) I do not consider platinum
wire to be a thermistor. I own a 100 Ω platinum wire thermometer for
the DVM in my 2236 Tekronix. It is not worth much without a Kelvin
connection. From 0° C to to 100° C it changes 40 Ω and uses banana
plugs. Those are unstable by ~ 0.2Ω. This is 0.5° C of error and
intermittent. It is worthless for designing ovens.

I use thermocouples in my Fluke 52 stereo thermometers all the time.
They will work at nearly red heat and are stable. They are hard to
use because they only produce 40 μV/C° and require a cold junction
comparison. The cold junction is easily calibrated by an ice bath
however. Thermistors depend on the cauldron in which they were
stirred by the witches at manufacture.

In the range of -55° C to 150° C, I don't think anything can match the
AD590 or equivalent for repeatability, accuracy, stability, linearity
or convenience. They are not affected by lead resistance and can use
tiny wires. It will tolerate 3,000 Ω of lead resistance and can be
multiplexed. The chip itself is 52 mils by 42 mils or comparable to a
thermocouple bead. I figured out that two of them can be driven back
to back by a square wave and two temperatures monitored at once with
the same pair of wires. An Analog Devices product engineer split a
$100 prize with me for my invention.

πθ°μΩω±√·Γλ
WB0KV

---------- Forwarded message ----------
From: Attila Kinali <***@kinali.ch>
Date: Sun, Jun 4, 2017 at 4:59 PM
Subject: [time-nuts] Temperature sensors and quartz crystals (was:
HP5061B Versus HP5071 Cesium Line Frequencies)
To: Discussion of precise time and frequency measurement <time-***@febo.com>

Moin,

This discussion is kind of getting heated.
Let's put some facts in, to steer it away from
opinion based discussion.

On Sun, 4 Jun 2017 08:44:33 -0700
Post by Donald E. Pauly
I stand by my remark that thermistors have been obsolete for over 40
years. The only exception that I know of is cesium beam tubes that
must withstand a 350° C bakeout. Thermistors are unstable and
manufactured with a witches brew straight out of MacBeth. Their
output voltages are tiny and are they inconvenient to use at different
temperatures.
If you really mean thermistors, and not, as Bob suggested thermocouples,
then I have to disagree. The most stable temperature sensors are
platinum wire sensors. The standards class PRT's are the gold standard
when it comes to temperature measurement, for a quite wide range
(-260°C to +960°C) and are considered very stable. They offer (absolute)
accuracies in the order of 10mK in the temperature range below 400°C.
Even industrial grade PRT sensors give you an absolute accuracy better
than 0.1K up to 200-300°C. The "cheap" PT100 are more of the order of 1-10°C
accuracy... all numbers just using a two-point calibration.

For more information on this see [1] chapter 6 and [2] for industrial sensors.

NTC sensors have a higher variablity of their parameters in production
and are usually specified in % of temperature relative to their reference
point, which is usually 25°C. Typical values are 0.1% to 5%. Additionally
there is a deviation from the reference point, specified in °C, which
is usually in the order of 0.1°C to 1°C.

The NTC sensors are less accurate than PT sensors, but offer the advantage
of higher resistance (thus lower self-heating), higher slope (thus better
precision). Biggest disadvantage is their non-linear curve. Their price
is also a fraction of PT sensors and due to that you can have them in
many different forms, from the 0201 SMD resistor, to a large stainless
steal pipe that goes into a chemical tank. NTCs are the workhorse in
todays temperature measurement and control designs.

The next category are band-gap sensors like the AD590. Their biggest
advantage is that their 0 point is fix at 0K (and very accurately so).
Ie they can be used with single point calibration and achieve 1°C accuracy
this way. Their biggest drawback their large thermal mass and large
insulating case, because they are basically an standard, analog IC.
Ie their main use is in devices where there is a lot of convection and
slow temperature change. Due to their simple and and quite linear
characteristics, they are often used in purely analog temperature
control circuits, or where a linearization is not feasible.
But only if price isn't an issue (they cost 10-1000 times as
much as an PTC). Their biggest disadvantage, beside their slow
thermal raction time, is their large noise uncorrelated to the
supply voltage, and thus cannot be compensated by ratiometric measurement.
They are also more suceptible to mechanical stress than NTC's and PT's,
due to their construction. Similar to voltage references (which they
actually are), their aging is quite substantial and cannot be neglected
in precision application.
With a 3 point calibration, better than 0.5°C accuracy can be achieved
(modulo aging) within their operating temperature range, which is
rather limited, compared to the other sensor types.

I don't know enough about thermocouples to say much about them, beside
that they are cumbersome to work with (e.g. the cold contact) and
produce a low voltage (several µV) output with quite high impedance,
which makes the analog electronics difficult to design as well.


With todays electronics, the easiest sensors to work with are NTC and
PT100/PT1000 as most high resolution delta-sigma ADCs have direct support
for 3 and/or 4 wire measurement of those, including compensation for
reference voltage/current variation. Using a uC as control element
also opens up the possibility to linearize the curve of NTCs without
loss of accuracy. Usually measurement precision, with a state-of-the-art
circuit, is limited by noise coupling into the leads of the sensor
and noise in and around the ADC. (see [3-5])
Post by Donald E. Pauly
Where did you get the idea to use a 1 k load for an AD590?
Jim was refering to a circuit _he_ used in a satellite. Not to your circuit.
Post by Donald E. Pauly
The room temperature coefficient of an AT crystal is -cd 100 ppb per
reference cut angle in minutes. (-600 ppb/C° for standard crystal)
The practical limit in a crystal designed for room temperature is
about 0.1' cut accuracy or ±10 ppb/C°. If you have access to an
atomic standard, you can use feed forward to get ±1 ppb/C°. If the
temperature can be held to ±0.001° C, this is ±1 part per trillion.
This kind of accuracy has never been heard of.
It has been heard of. The 8607 was spec'ed to <2e-10 p-p deviation
over temperature range (-30°C to 60°C). Also, to hold the temperature
stable to 0.001K in a room temperature environment (let's say 10K variation),
you need a thermal gain of >10k. That's quite a bit and needs considerable
design effort. Most OCXO design's I am aware of are in the order of 100
(the DIL14 designs) to a few 1000 for single ovens, to a few 10k for
double ovens. The only exception is the E1938 which achieves >1M.
But that design is not for the faint hearted. I don't remember seeing
any number, but i would guess the 8607 has a thermal gain in the
order of 100k to 1M as well, considering it being a double oven in
a dewar flask.

Also, what do you mean by atomic standard and feed forward?
If you have an atomic standard you don't need to temperature
stabilize your quartz. You can just simply use a PLL to lock
it to your reference and achieve higher stability than any oven
design.
Post by Donald E. Pauly
Feed forward also
allows you to incorporate the components of the oscillator into the
thermal behavior. It does no good to have a perfect crystal if the
oscillator components drift.
Beyond tau=100s, the temperature and moisture sensitivity of the
electronics, combined with the aging of the electronics and the
crystal will be the limit of stability. Of course, this is under
the assumption that you achieved a thermal noise limited design
and thus the 1/f^a noise of the oscillator is negligible in the
time range considered.

Attila Kinali

[1] "Traceable Temperatures - An Introduction to Temperature Measurement
and Calibration", 2nd edition, by Nicholas and White, 2001

[2] "Thin-film platinum resistance thermometer for use at low temperatures
and in high magnetic fields", Haruyama, Yoshizaki, 1986

[3] "Completely Integrated 4-Wire RTD Measurement System Using a Low Power,
Precision, 24-Bit, Sigma-Delta ADC", Analog Circuit Note CN-0381
http://www.analog.com/CN0381

[4] "Completely Integrated 3-Wire RTD Measurement System Using a Low Power,
Precision, 24-Bit, Sigma-Delta ADC", Analog Circuit Note CN-0383
http://www.analog.com/CN0383

[5] "2- 3- 4- Wire RDT (Pt100 to PT1000)Temperature Measurement"
Ti Presentation
http://www.ti.com/europe/downloads/2-%203-%204-Wire%20RTD%20Measurement.pdf
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Bob kb8tq
2017-06-04 12:15:03 UTC
Permalink
Hi

Have you ever tried to actually *buy* a crystal built to a specification? There is a
tolerance on them. That has a profound impact on what you can *buy*.

Bob
Post by Donald E. Pauly
You have a fundamental misunderstanding of the AT curve family. See
my QBASIC plot at
http://gonascent.com/papers/hp/hp5061/photos/newxtl.jpg . The
commonly described AT cut is shown as the largest sine wave in the
blue rectangle. The left side of the rectangle is -55°C, the center
is 25° C and the right side is 105° C. The bottom of the rectangle is
-16 ppm and the top is +16 ppm.
Main Cut
Temp Freq
-55° C -16 ppm
-15° C +16 ppm
+25° C ±0 ppm
+65° C -16 ppm
105° C +16 ppm
You can get a lower turnover point of 24° C and an upper turnover
point of 26° C. Their amplitude would be °±0.250 ppb. As the turnover
points approach each other, their amplitude approaches zero. The line
joining all the turnover points is y= -8·x^3. The zero temperature
for 25° is y=4·x^3. Practical tolerance these days is on the order of
0.1 minutes of arc. This is within the width of the traces in the
graph.
You are way off on your 0° to 50° C crystal.
["Umm …. errr … it’s quite easy to get a +/- 2 ppm 0-50C AT cut
*including* the tolerance on the cut angle."]
Temp Freq
0° C -0.488 ppb (lower limit)
12.5° C +0.488 ppb (lower turning point)
25° C ±0
37.5° C -0.488 ppb (upper turning point)
50° C +0.488 ppb (upper limit)
As I claimed, a Thermal Electric Cooler has never been used to build a
crystal oscillator. In the 50s, TEC efficiencies were on the order of
1% and were useless. The Soviets made coolers more practical in the
70s with better materials. I saw one used at Telemation that was able
to measure dew point by condensing water vapor on a mirror. It looks
like efficiencies have now improved to 33% or so.
It was only in the early 70s that Analog Devices invented the AD590
solid state temperature sensor. It made thermister bridges obsolete.
Switching amplifiers are required to drive thermal coolers if you want
to preserve efficiency.
πθ°μΩω±√·Γλ
WB0KVV
---------- Forwarded message ----------
Date: Fri, Jun 2, 2017 at 12:22 PM
Subject: Re: HP5061B Versus HP5071 Cesium Line Frequencies
Hi
Any real crystal you buy will have a tolerance on the angle. In the
case of a crystal cut for turn the temperature will be a bit different
and you will match your oven to it. If you attempt a zero angle cut,
you will never really hit it and there is no way to compensate for the
problem.
Bob
A cut at that angle has no turn over temperature. The zero temperature
coefficient point is 25°. Its temperature coefficient everywhere else
is positive.
Post by Bob kb8tq
Hi
If you are going to use an oven, it’s better to run it at the turn temperature of
the crystal. That would put you above 50C for an AT and a bit higher still for an SC.
Bob
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Donald E. Pauly
2017-06-04 15:09:52 UTC
Permalink
I've bought dozens of them over the years and talked to crystal
engineers for tens of hours. I watched them plated and tuned at a
crystal filter company in Phoenix. I own Virgil Bottom's book on the
subject and understood half of it.

πθ°μΩω±√·Γλ
WB0KVV


---------- Forwarded message ----------
From: Bob kb8tq <***@n1k.org>
Date: Sun, Jun 4, 2017 at 5:15 AM
Subject: Re: [time-nuts] HP5061B Versus HP5071 Cesium Line Frequencies
To: Discussion of precise time and frequency measurement <time-***@febo.com>
Cc: "***@aol.com" <***@aol.com>, "Donald E. Pauly"
<***@gmail.com>


Hi

Have you ever tried to actually *buy* a crystal built to a
specification? There is a
tolerance on them. That has a profound impact on what you can *buy*.

Bob
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Bob kb8tq
2017-06-04 18:43:58 UTC
Permalink
Hi

Ok, when you wrote the specification for your crystals what was the tolerance on the angle
for those crystals? What did the suppliers who quoted to your spec say about the angle tolerance
you specified? When they shipped against your volume requirements how did they do against the
specification? When your incoming QA tested the crystals what did they find? When you put the
crystals into production oscillators and tested the result how did they perform?

Bob
Post by Donald E. Pauly
I've bought dozens of them over the years and talked to crystal
engineers for tens of hours. I watched them plated and tuned at a
crystal filter company in Phoenix. I own Virgil Bottom's book on the
subject and understood half of it.
πθ°μΩω±√·Γλ
WB0KVV
---------- Forwarded message ----------
Date: Sun, Jun 4, 2017 at 5:15 AM
Subject: Re: [time-nuts] HP5061B Versus HP5071 Cesium Line Frequencies
Hi
Have you ever tried to actually *buy* a crystal built to a
specification? There is a
tolerance on them. That has a profound impact on what you can *buy*.
Bob
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Donald E. Pauly
2017-06-02 17:59:53 UTC
Permalink
https://www.febo.com/pipermail/time-nuts/2017-May/105566.html

A guy by the name of David W. Allan used direct multiplication to
build NBS-4 and NBS-5, see http://tf.nist.gov/general/pdf/65.pdf . He
didn't see anything wrong with it. He used a commercial frequency
standard modified from 5 mc to 5.006880 mc. That in turn was
multiplied by 1836. This was a multiplier chain of 2·2·3·3·3·17.
When multiplied to 9192 mc, this is 90 cycles low so the standard
would be forced high by 0.05 cps.. They measured the locked frequency
standard to determine the actual frequency of the cesium line. I
propose NO multiplier chain.

What are the supposed problems in using a direct submultiple of the
cesium resonance? It seems to me that all other techniques result in
more phase noise there. I found the relationship 91.92631770
mc·(137,075/126,008)=99,999,999.98992 cps=100,000.000--0.01008 cps.
It is low by 0.1 ppb and therefore cannot be adjusted by C field
current. The C field can only lower the frequency. There is another
relationship that gives a higher frequency of a fraction of a part per
billion which is easily adjustable. Perhaps HP was unaware that such
a frequency exists.

πθ°μΩω±√·Γλ
WB0KV


---------- Forwarded message ----------
From: Richard (Rick) Karlquist <***@karlquist.com>
Date: Thu, Jun 1, 2017 at 10:01 PM
Subject: Re: [time-nuts] HP5061B Versus HP5071 Cesium Line Frequencies
To: Discussion of precise time and frequency measurement
<time-***@febo.com>, "Donald E. Pauly" <***@gmail.com>,
"***@aol.com" <***@aol.com>


Direct multiplication to 9192 MHz isn't used
by any manufacturer of any atomic clock that I
know of, due to its well known disadvantages.
I can state for a fact that it was summarily
rejected by the designers of the 5060/5061
(Cutler, et al). In the 5071, I (being the
RF designer) also summarily rejected it.
The architecture that is instead used is indeed
complex and expensive as you say. It is
also ACCURATE.

Rick
Post by Donald E. Pauly
https://www.febo.com/pipermail/time-nuts/2017-May/105566.html
The lock system on the HP5071 is complex and expensive. My plan to
improve the HP5061B is to to use a pair of third overtone crystals
running at 91.9 mc and 100 mc. I have come up with the magic numbers
to lock them together. This eliminates all multipliers with the
exception of the A4 board. The 12.61 mc synthesizer input presently
wastes half the microwave power produced by the 90 mc input in the
unused lower sideband. Therefore only half the 91.9 mc drive is
required.
Eight bit ECL dividers in one package are available to perform the
necessary lock. When multiplied by 100 to the cesium resonance line,
the 91.9 mc frequency is a few cycles high so that C field currents
are reasonable. With crystal cuts for zero temperature coefficient at
25°C, it is possible to get along without an oven. Room temperature
performance at 25°C±5°C is ±15·10^-9. Oscillator warm up time would
be measured in seconds.
Square wave modulation of variable frequency and amplitude shows
promise for reducing the noise effects of the beam tube. You can
smoothly change the lock time constant, deviation and frequency. This
would avoid the big disturbance of the HP5061B when you switch from
OPR to LTC. (OPR=operate with 1 second time constant, LTC=operate with
100 second time constant)
πθ°μΩω±√·Γλ
WB0KV
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Richard (Rick) Karlquist
2017-06-02 19:10:30 UTC
Permalink
I said no *manufacturer* does it this way. NBS is not
a manufacturer. In a one-off money-is-no-object non-portable
standard, you can make direct multiplication work. It
will not work well in a 5061, because of RF leakage
issues specific to the 5061 that are well documented.
Bolting on a different synthesizer does nothing to change that.

The decision not to use direct multiplication has nothing to
do with not being able to figure out how to synthesize the
correct frequency. Certainly by the time we did the 5071A,
we were already using DDS, and it wouldn't have been any
problem to synthesize for direct multiplication if we had
wanted to do that. You seem to be doing it the hard way
(pre DDS) involving Diophantine equations. So it's easier
to do direct multiply than it used to be, but that doesn't
necessarily mean you should do it that way.

Rick
Post by Donald E. Pauly
https://www.febo.com/pipermail/time-nuts/2017-May/105566.html
A guy by the name of David W. Allan used direct multiplication to
build NBS-4 and NBS-5, see http://tf.nist.gov/general/pdf/65.pdf . He
didn't see anything wrong with it. He used a commercial frequency
standard modified from 5 mc to 5.006880 mc. That in turn was
multiplied by 1836. This was a multiplier chain of 2·2·3·3·3·17.
When multiplied to 9192 mc, this is 90 cycles low so the standard
would be forced high by 0.05 cps.. They measured the locked frequency
standard to determine the actual frequency of the cesium line. I
propose NO multiplier chain.
What are the supposed problems in using a direct submultiple of the
cesium resonance? It seems to me that all other techniques result in
more phase noise there. I found the relationship 91.92631770
mc·(137,075/126,008)=99,999,999.98992 cps=100,000.000--0.01008 cps.
It is low by 0.1 ppb and therefore cannot be adjusted by C field
current. The C field can only lower the frequency. There is another
relationship that gives a higher frequency of a fraction of a part per
billion which is easily adjustable. Perhaps HP was unaware that such
a frequency exists.
πθ°μΩω±√·Γλ
WB0KV
---------- Forwarded message ----------
Date: Thu, Jun 1, 2017 at 10:01 PM
Subject: Re: [time-nuts] HP5061B Versus HP5071 Cesium Line Frequencies
To: Discussion of precise time and frequency measurement
Direct multiplication to 9192 MHz isn't used
by any manufacturer of any atomic clock that I
know of, due to its well known disadvantages.
I can state for a fact that it was summarily
rejected by the designers of the 5060/5061
(Cutler, et al). In the 5071, I (being the
RF designer) also summarily rejected it.
The architecture that is instead used is indeed
complex and expensive as you say. It is
also ACCURATE.
Rick
Post by Donald E. Pauly
https://www.febo.com/pipermail/time-nuts/2017-May/105566.html
The lock system on the HP5071 is complex and expensive. My plan to
improve the HP5061B is to to use a pair of third overtone crystals
running at 91.9 mc and 100 mc. I have come up with the magic numbers
to lock them together. This eliminates all multipliers with the
exception of the A4 board. The 12.61 mc synthesizer input presently
wastes half the microwave power produced by the 90 mc input in the
unused lower sideband. Therefore only half the 91.9 mc drive is
required.
Eight bit ECL dividers in one package are available to perform the
necessary lock. When multiplied by 100 to the cesium resonance line,
the 91.9 mc frequency is a few cycles high so that C field currents
are reasonable. With crystal cuts for zero temperature coefficient at
25°C, it is possible to get along without an oven. Room temperature
performance at 25°C±5°C is ±15·10^-9. Oscillator warm up time would
be measured in seconds.
Square wave modulation of variable frequency and amplitude shows
promise for reducing the noise effects of the beam tube. You can
smoothly change the lock time constant, deviation and frequency. This
would avoid the big disturbance of the HP5061B when you switch from
OPR to LTC. (OPR=operate with 1 second time constant, LTC=operate with
100 second time constant)
πθ°μΩω±√·Γλ
WB0KV
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Tom Van Baak
2017-06-02 23:28:36 UTC
Permalink
Post by Donald E. Pauly
A guy by the name of David W. Allan used direct multiplication to
build NBS-4 and NBS-5, see http://tf.nist.gov/general/pdf/65.pdf . He
didn't see anything wrong with it. He used a commercial frequency
standard modified from 5 mc to 5.006880 mc.
That kind of LO is ok for a research clock. But maybe not so good for a working institutional or house standard where people expect frequency distribution in nice round numbers like 5 or 10 or 100 MHz.

The good news is that you can get a perfect 1PPS out of it: divide by 5006880 = 2^5 * 3^3 * 5 * 19 * 61. I've heard JohnA has one of these vintage 5.006880 mc oscillators so I did a PIC divider for him. See pd21 under www.leapsecond.com/pic/src/

/tvb

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Donald E. Pauly
2017-06-02 22:01:47 UTC
Permalink
https://www.febo.com/pipermail/time-nuts/2017-May/105566.html

Tell us more about the RF leakage problems in the 5061. I thought
that the 5071 used the same beam tube. How does the electricity leak
out and at what frequencies? My method costs a tenth as much and
has higher spectral purity performance to the beam tube. I admit that
I hadn't thought about the electricity leaking out. Can the leak be
plugged?

BTW these are not strictly Diophantine equations. No exact solution
is possible if C field is to be used. Can you tell us the magic
numbers?

πθ°μΩω±√·Γλ
WB0KV


---------- Forwarded message ----------
From: Richard (Rick) Karlquist <***@karlquist.com>
Date: Fri, Jun 2, 2017 at 12:10 PM
Subject: Re: [time-nuts] HP5061B Versus HP5071 Cesium Line Frequencies
To: Discussion of precise time and frequency measurement
<time-***@febo.com>, "Donald E. Pauly" <***@gmail.com>,
"***@aol.com" <***@aol.com>


I said no *manufacturer* does it this way. NBS is not
a manufacturer. In a one-off money-is-no-object non-portable
standard, you can make direct multiplication work. It
will not work well in a 5061, because of RF leakage
issues specific to the 5061 that are well documented.
Bolting on a different synthesizer does nothing to change that.

The decision not to use direct multiplication has nothing to
do with not being able to figure out how to synthesize the
correct frequency. Certainly by the time we did the 5071A,
we were already using DDS, and it wouldn't have been any
problem to synthesize for direct multiplication if we had
wanted to do that. You seem to be doing it the hard way
(pre DDS) involving Diophantine equations. So it's easier
to do direct multiply than it used to be, but that doesn't
necessarily mean you should do it that way.

Rick
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Donald E. Pauly
2017-06-04 20:49:12 UTC
Permalink
I own several Fluke 52 stereo thermometers with K themocouples. They
run 40 μV/C°. All thermistors have tiny outputs without op amps.
They also suffer from self heating. AD590 sensors give AT LEAST 15
mV/C° without op amps. If a regulated 3,000V supply is available they
can give 2 V/C° into a 1 Watt 10 Meg resistor.

πθ°μΩω±√·Γλ
WB0KVV


---------- Forwarded message ----------
From: Bob kb8tq <***@n1k.org>
Date: Sun, Jun 4, 2017 at 11:46 AM
Subject: Re: [time-nuts] HP5061B Versus HP5071 Cesium Line Frequencies
To: Discussion of precise time and frequency measurement <time-***@febo.com>
Cc: "***@aol.com" <***@aol.com>, "Donald E. Pauly"
<***@gmail.com>


Hi

I think you have thermistors and thermocouples a bit mixed up. You can get
quite substantial output voltages from a thermistor bridge….

Bob
Post by Donald E. Pauly
I stand by my remark that thermistors have been obsolete for over 40
years. The only exception that I know of is cesium beam tubes that
must withstand a 350° C bakeout. Thermistors are unstable and
manufactured with a witches brew straight out of MacBeth. Their
output voltages are tiny and are they inconvenient to use at different
temperatures.
Where did you get the idea to use a 1 k load for an AD590? If you run
it from a -5 V supply you can use a 15 k load to a +5V supply. This
gives 15 V/C° output. If you drive it from a 10 Meg impedance current
source, you get 30,000 V/ C°. If I remember correctly, I drove a
power MOSFET heater gate directly in my prototype oven 20 years ago.
It would go from full off to full on in 1/15 ° C. Noise is 1/25,000 °
C in a 1 cycle bandwidth.
The room temperature coefficient of an AT crystal is -100 ppb per
reference cut angle in minutes. (-600 ppb/C° for standard crystal)
The practical limit in a crystal designed for room temperature is
about 0.1' cut accuracy or ±10 ppb/C°. If you have access to an
atomic standard, you can use feed forward to get ±1 ppb/C°. If the
temperature can be held to ±0.001° C, this is ±1 part per trillion.
This kind of accuracy has never been heard of. Feed forward also
allows you to incorporate the components of the oscillator into the
thermal behavior. It does no good to have a perfect crystal if the
oscillator components drift.
πθ°μΩω±√·Γλ
WB0KVV
---------- Forwarded message ----------
Date: Sun, Jun 4, 2017 at 4:47 AM
Subject: Re: [time-nuts] Fwd: HP5061B Versus HP5071 Cesium Line Frequencies
Post by Donald E. Pauly
It was only in the early 70s that Analog Devices invented the AD590
solid state temperature sensor. It made thermister bridges obsolete.
There is a difference between something like a platinum resistance
thermometer (PRT or RTD) and a thermistor, but they both are "measure
resistance to measure temperature" devices.
Yes, the AD590 is a useful part (I've got some in a device being
launched in August), but PRTs,thermistors, and thermocouples are still
widely used.
I don't know that the inherent precision (at room temperature)of the
various techniques is wildly different. A 1mV/K signal (AD590 into a
1k resistor) has to be measured to 0.1mV for 0.1 degree accuracy.
That's out of 300mV, so 1 part in 3000
A type E thermocouple is 1.495 mV at 25C and 1.801 at 30C, so about
0.06 mV/K slope. Measure 0.006mV for 0.1 degree (plus the "cold
junction" issue). 1 part in 250 measurement.
Modern RTDs all are 0.00385 ohm/ohm/degree at 25C. Typically, you
have a 100 ohm device (although there are Pt1000s), so it's changing
0.385 ohm/degree. 1 part in 3000
Checking the Omega catalog.. A 44007 has nominal 5k at 25C, and is
4787 at 26C, so 1 part in 24.
Especially these days, with computers to deal with nonlinear
calibration curves, there's an awful lot of TCs and Thermistors in
use. The big advantage of the AD590 and PRT is that they are basically
linear over a convenient temperature range.
In a variety applications, other aspects of the measurement device are
important - ESD sensitivity, tolerance to wildly out of spec
temperature without damage, radiation effects etc. Not an issue here,
but I'll note that the thermistor, PRT, and thermocouple are
essentially ESD immune. The AD590 most certainly is not.
If you go out and buy cheap industrial PID temperature controller it
will have input modes for various thermocouples and PRTs. I suppose
there's probably some that take 1uA/K, but it's not something I would
expect.
So I wouldn't say thermistor bridges (or other temperature
measurements) are obsolete.
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jimlux
2017-06-04 23:42:42 UTC
Permalink
Post by Donald E. Pauly
I own several Fluke 52 stereo thermometers with K themocouples. They
run 40 μV/C°. All thermistors have tiny outputs without op amps.
They also suffer from self heating. AD590 sensors give AT LEAST 15
mV/C° without op amps. If a regulated 3,000V supply is available they
can give 2 V/C° into a 1 Watt 10 Meg resistor.
3kV?

That's an interesting concept. Better make sure you set your resistors
up right and keep your temperature range limited, since the max voltage
across the device is 30V. And the power supply ripple had better be
less than 1V (PSRR is 0.1 uA/V at 15V, and 0.5 uA/V at 5V).

What's the tempco of that resistor?

And, you know that the calibration error is +/- 0.5 degree (for the
better M grade).. Yeah, it's repeatable to 0.1 degree (0.1 uA).






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Bob kb8tq
2017-06-04 23:40:11 UTC
Permalink
Hi

A thermistor has *no* output unless it is in a circuit that biases it up. A thermocouple
is the one that has an output when no bias is present….

Take a 10K thermistor and a 10K resistor and put them in series. You will get roughly Vcc / 2 at 25C
at the junction of the two parts.. The output will change about 1.5% per degree. With a 5V Vcc, that’s
around 38 mV/C.

Bob
Post by Donald E. Pauly
I own several Fluke 52 stereo thermometers with K themocouples. They
run 40 μV/C°. All thermistors have tiny outputs without op amps.
They also suffer from self heating. AD590 sensors give AT LEAST 15
mV/C° without op amps. If a regulated 3,000V supply is available they
can give 2 V/C° into a 1 Watt 10 Meg resistor.
πθ°μΩω±√·Γλ
WB0KVV
---------- Forwarded message ----------
Date: Sun, Jun 4, 2017 at 11:46 AM
Subject: Re: [time-nuts] HP5061B Versus HP5071 Cesium Line Frequencies
Hi
I think you have thermistors and thermocouples a bit mixed up. You can get
quite substantial output voltages from a thermistor bridge….
Bob
Post by Donald E. Pauly
I stand by my remark that thermistors have been obsolete for over 40
years. The only exception that I know of is cesium beam tubes that
must withstand a 350° C bakeout. Thermistors are unstable and
manufactured with a witches brew straight out of MacBeth. Their
output voltages are tiny and are they inconvenient to use at different
temperatures.
Where did you get the idea to use a 1 k load for an AD590? If you run
it from a -5 V supply you can use a 15 k load to a +5V supply. This
gives 15 V/C° output. If you drive it from a 10 Meg impedance current
source, you get 30,000 V/ C°. If I remember correctly, I drove a
power MOSFET heater gate directly in my prototype oven 20 years ago.
It would go from full off to full on in 1/15 ° C. Noise is 1/25,000 °
C in a 1 cycle bandwidth.
The room temperature coefficient of an AT crystal is -100 ppb per
reference cut angle in minutes. (-600 ppb/C° for standard crystal)
The practical limit in a crystal designed for room temperature is
about 0.1' cut accuracy or ±10 ppb/C°. If you have access to an
atomic standard, you can use feed forward to get ±1 ppb/C°. If the
temperature can be held to ±0.001° C, this is ±1 part per trillion.
This kind of accuracy has never been heard of. Feed forward also
allows you to incorporate the components of the oscillator into the
thermal behavior. It does no good to have a perfect crystal if the
oscillator components drift.
πθ°μΩω±√·Γλ
WB0KVV
---------- Forwarded message ----------
Date: Sun, Jun 4, 2017 at 4:47 AM
Subject: Re: [time-nuts] Fwd: HP5061B Versus HP5071 Cesium Line Frequencies
Post by Donald E. Pauly
It was only in the early 70s that Analog Devices invented the AD590
solid state temperature sensor. It made thermister bridges obsolete.
There is a difference between something like a platinum resistance
thermometer (PRT or RTD) and a thermistor, but they both are "measure
resistance to measure temperature" devices.
Yes, the AD590 is a useful part (I've got some in a device being
launched in August), but PRTs,thermistors, and thermocouples are still
widely used.
I don't know that the inherent precision (at room temperature)of the
various techniques is wildly different. A 1mV/K signal (AD590 into a
1k resistor) has to be measured to 0.1mV for 0.1 degree accuracy.
That's out of 300mV, so 1 part in 3000
A type E thermocouple is 1.495 mV at 25C and 1.801 at 30C, so about
0.06 mV/K slope. Measure 0.006mV for 0.1 degree (plus the "cold
junction" issue). 1 part in 250 measurement.
Modern RTDs all are 0.00385 ohm/ohm/degree at 25C. Typically, you
have a 100 ohm device (although there are Pt1000s), so it's changing
0.385 ohm/degree. 1 part in 3000
Checking the Omega catalog.. A 44007 has nominal 5k at 25C, and is
4787 at 26C, so 1 part in 24.
Especially these days, with computers to deal with nonlinear
calibration curves, there's an awful lot of TCs and Thermistors in
use. The big advantage of the AD590 and PRT is that they are basically
linear over a convenient temperature range.
In a variety applications, other aspects of the measurement device are
important - ESD sensitivity, tolerance to wildly out of spec
temperature without damage, radiation effects etc. Not an issue here,
but I'll note that the thermistor, PRT, and thermocouple are
essentially ESD immune. The AD590 most certainly is not.
If you go out and buy cheap industrial PID temperature controller it
will have input modes for various thermocouples and PRTs. I suppose
there's probably some that take 1uA/K, but it's not something I would
expect.
So I wouldn't say thermistor bridges (or other temperature
measurements) are obsolete.
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