I have a white-hockey-puck style active GPS antenna, probably about 1998
vintage with no markings except 'Made in Mexico'.
While compensating for cable delay is relatively straight forward by
measuring the length and compensating for
the velocity factor, a question is: how much amplifier / filter group delay
is to be expected within the antenna itself?
I'd assume that the amplifier in the antenna probably has pretty small
group delay, but the RF filter may be significant.
Looking through GPS SAW filter datasheets seems to show none with group
delay specifications.
googling leads to some research papers with delays of about:
L1 - 20 MHz wide SAW filter has about 15 nsec of group delay
L1 - 2 MHz wide SAW filter has about 65 nsec of group delay
L1 - LC filter - can't find anything, but suspect it's probably just a few
nanoseconds.
I'm not sure a consumer grade antenna even has a SAW filter, it may simply
be an LC filter.
If it does include a SAW filter, then just using cable delay alone would
seem to underestimate the actual antenna
delay compensation needed for GPSDO, perhaps significantly.
Has anyone on the list measured or otherwise estimated the active antenna
delay including the amp and filters?
-- Tom, N5EG
On Sat, 7 Feb 2015 10:07:44 -0800
Tom McDermott tom.n5eg@gmail.com wrote:
While compensating for cable delay is relatively straight forward by
measuring the length and compensating for
the velocity factor, a question is: how much amplifier / filter group delay
is to be expected within the antenna itself?
The usual way is to calibrate the whole setup, including antenna, LNA,
cable and receiver. Ie. you drive to the national lab, set up your whole
system, then measure the timing difference of your GPS receiver to the
one of the lab, drive back home, and apply the correction.
Looking through GPS SAW filter datasheets seems to show none with group
delay specifications.
Not surprising. Group delay is not considered of any importance in most
RF designs.
googling leads to some research papers with delays of about:
L1 - 20 MHz wide SAW filter has about 15 nsec of group delay
L1 - 2 MHz wide SAW filter has about 65 nsec of group delay
L1 - LC filter - can't find anything, but suspect it's probably just a few
nanoseconds.
I would be very much interested in those papers. Could you list their titles
and authors at least?
I'm not sure a consumer grade antenna even has a SAW filter, it may simply
be an LC filter.
Unlikely. LC filters are not sharp enough and difficult to build reliably
at those frequencies. I would rather assume that there are no filters
at all (beside the antenna characteristics).
Attila Kinali
--
It is upon moral qualities that a society is ultimately founded. All
the prosperity and technological sophistication in the world is of no
use without that foundation.
-- Miss Matheson, The Diamond Age, Neil Stephenson
Attila,
On 02/08/2015 11:11 AM, Attila Kinali wrote:
On Sat, 7 Feb 2015 10:07:44 -0800
Tom McDermott tom.n5eg@gmail.com wrote:
While compensating for cable delay is relatively straight forward by
measuring the length and compensating for
the velocity factor, a question is: how much amplifier / filter group delay
is to be expected within the antenna itself?
The usual way is to calibrate the whole setup, including antenna, LNA,
cable and receiver. Ie. you drive to the national lab, set up your whole
system, then measure the timing difference of your GPS receiver to the
one of the lab, drive back home, and apply the correction.
I've seen a few different approaches.
Looking through GPS SAW filter datasheets seems to show none with group
delay specifications.
Not surprising. Group delay is not considered of any importance in most
RF designs.
googling leads to some research papers with delays of about:
L1 - 20 MHz wide SAW filter has about 15 nsec of group delay
L1 - 2 MHz wide SAW filter has about 65 nsec of group delay
L1 - LC filter - can't find anything, but suspect it's probably just a few
nanoseconds.
I would be very much interested in those papers. Could you list their titles
and authors at least?
Indeed.
LC filters should avoid too high Q in pass-band, but should have a bunch
of zeros a bit further out to punch out the stop-bands properly.
SAW-filters should similarly avoid high Q notches, but there it is easy
to achieve higher degree systems such that you achieve the filtering
without going to high-Q systems.
I'm not sure a consumer grade antenna even has a SAW filter, it may simply
be an LC filter.
Unlikely. LC filters are not sharp enough and difficult to build reliably
at those frequencies. I would rather assume that there are no filters
at all (beside the antenna characteristics).
Works great unless you have a radio amateur doing L-band (23 cm)
transmissions. Here in Sweden you can transmit 1 kW in that band, just a
handfull of MHz from L2.
Cheers,
Magnus
I think that the surplus HP/Agilent GPS splitters may have an SAW
filter. If so, measuring the delay of one of those could yield at least
an approximation.
I may have that data laying around; I'll do some digging.
On 02/08/2015 05:11 AM, Attila Kinali wrote:
On Sat, 7 Feb 2015 10:07:44 -0800
Tom McDermott tom.n5eg@gmail.com wrote:
While compensating for cable delay is relatively straight forward by
measuring the length and compensating for
the velocity factor, a question is: how much amplifier / filter group delay
is to be expected within the antenna itself?
The usual way is to calibrate the whole setup, including antenna, LNA,
cable and receiver. Ie. you drive to the national lab, set up your whole
system, then measure the timing difference of your GPS receiver to the
one of the lab, drive back home, and apply the correction.
Looking through GPS SAW filter datasheets seems to show none with group
delay specifications.
Not surprising. Group delay is not considered of any importance in most
RF designs.
googling leads to some research papers with delays of about:
L1 - 20 MHz wide SAW filter has about 15 nsec of group delay
L1 - 2 MHz wide SAW filter has about 65 nsec of group delay
L1 - LC filter - can't find anything, but suspect it's probably just a few
nanoseconds.
I would be very much interested in those papers. Could you list their titles
and authors at least?
I'm not sure a consumer grade antenna even has a SAW filter, it may simply
be an LC filter.
Unlikely. LC filters are not sharp enough and difficult to build reliably
at those frequencies. I would rather assume that there are no filters
at all (beside the antenna characteristics).
Attila Kinali
On 2/8/15 2:11 AM, Attila Kinali wrote:
On Sat, 7 Feb 2015 10:07:44 -0800
Tom McDermott tom.n5eg@gmail.com wrote:
While compensating for cable delay is relatively straight forward by
measuring the length and compensating for
the velocity factor, a question is: how much amplifier / filter group delay
is to be expected within the antenna itself?
The usual way is to calibrate the whole setup, including antenna, LNA,
cable and receiver. Ie. you drive to the national lab, set up your whole
system, then measure the timing difference of your GPS receiver to the
one of the lab, drive back home, and apply the correction.
Looking through GPS SAW filter datasheets seems to show none with group
delay specifications.
Not surprising. Group delay is not considered of any importance in most
RF designs.
googling leads to some research papers with delays of about:
L1 - 20 MHz wide SAW filter has about 15 nsec of group delay
L1 - 2 MHz wide SAW filter has about 65 nsec of group delay
L1 - LC filter - can't find anything, but suspect it's probably just a few
nanoseconds.
One has to be "very" careful about reading group delay specs on wideband
devices. Sometimes, the group delay (or its flatness/deviations from a
straight line) is measured ONLY over the frequency band of interest,
which might not be the filter passband.
You could have wild fluctuations of phase vs frequency somewhere, but as
long as dphase/dfreq is constant in the desired area, the
filter/amplifier meets spec.
I'm not sure a consumer grade antenna even has a SAW filter, it may simply
be an LC filter.
Unlikely. LC filters are not sharp enough and difficult to build reliably
at those frequencies. I would rather assume that there are no filters
at all (beside the antenna characteristics).
There might be a wideband (500MHz) filter in front of the LNA, and then
separate narrow band filters for each of the three frequencies. The
wideband filter could be LC or coupled microstripline equivalents.
Hi all.
The papers are:
"SAW Filter Modeling in MATLAB for GNSS Receivers", S.H. Abbas, et al.,
IJECE Oct 2013, ISSN: 2088-2078
The authors de-embed the group delay using FFT and MATLAB. Eyeball about
15-20 nsec. for a pretty wide filter.
"The Effects of SAW Group Delay Ripple on GPS and Glonass Signals",
Simon Adams, Novatel, Inc., Calgary AB
The author computes a group delay ripple of 38 nsec for a specific SAW
filter due to triple-transit reflections.
"GPS + Modernized GPS + Gallileo Signal Timing Biases", Chris Hegerty,
Ed Powers, Blair Fonville, all of USNO, GPS World, March 2006 pp 49-54.
Figure 2 shows group delay minima of about 65 nsec. for the RF/IF filtering.
Arbiter Systems Datasheet for AS0087800 active timing antenna, the
datasheet is numbered PD0050600A. Arbiter systems, Paso Robles, CA. They
specify (or measured?) the antenna delay exclusive of any cable as 43 nsec.
In reading through the various SAW filter specifications on the web, I've
found a few that specify the group delay ripple, but none that specify the
group delay itself.
-- Tom, N5EG
On Sun, Feb 8, 2015 at 2:11 AM, Attila Kinali attila@kinali.ch wrote:
On Sat, 7 Feb 2015 10:07:44 -0800
Tom McDermott tom.n5eg@gmail.com wrote:
While compensating for cable delay is relatively straight forward by
measuring the length and compensating for
the velocity factor, a question is: how much amplifier / filter group
delay
is to be expected within the antenna itself?
The usual way is to calibrate the whole setup, including antenna, LNA,
cable and receiver. Ie. you drive to the national lab, set up your whole
system, then measure the timing difference of your GPS receiver to the
one of the lab, drive back home, and apply the correction.
Looking through GPS SAW filter datasheets seems to show none with group
delay specifications.
Not surprising. Group delay is not considered of any importance in most
RF designs.
googling leads to some research papers with delays of about:
L1 - 20 MHz wide SAW filter has about 15 nsec of group delay
L1 - 2 MHz wide SAW filter has about 65 nsec of group delay
L1 - LC filter - can't find anything, but suspect it's probably just a
few
nanoseconds.
I would be very much interested in those papers. Could you list their
titles
and authors at least?
I'm not sure a consumer grade antenna even has a SAW filter, it may
simply
be an LC filter.
Unlikely. LC filters are not sharp enough and difficult to build reliably
at those frequencies. I would rather assume that there are no filters
at all (beside the antenna characteristics).
Attila Kinali
--
It is upon moral qualities that a society is ultimately founded. All
the prosperity and technological sophistication in the world is of no
use without that foundation.
-- Miss Matheson, The Diamond Age, Neil Stephenson
time-nuts mailing list -- time-nuts@febo.com
To unsubscribe, go to
https://www.febo.com/cgi-bin/mailman/listinfo/time-nuts
and follow the instructions there.
OK, so I had an HP 58535A two-port GPS splitter handy and put it on the
VNA. It clearly has a filter of some sort, as shown by the S21
frequency response. The delay at the center of the passband is about
21ns, and it increases to about 26ns at the edges.
That delay consists of the physical length of the signal path in the
splitter, plus the effects of a 6dB amplifier, SAW filter, and a hybrid
2-way splitter.
The noise in the delay plot is because I had to avoid overdriving the
splitter amp, so the input signal was 40dB lower than normal for the
VNA. Thus the analyzer receivers had pretty weak signals to work with
(and I didn't do anything heroic to compensate, other than use a large
averaging factor plus smoothing).
I don't know how applicable this would be to the circuit in an antenna.
I suspect the biggest difference might be due to the higher gain amp
in the antenna vs. 6dB in the splitter.
On 02/08/2015 08:29 AM, John Ackermann N8UR wrote:
I think that the surplus HP/Agilent GPS splitters may have an SAW
filter. If so, measuring the delay of one of those could yield at least
an approximation.
I may have that data laying around; I'll do some digging.
On 02/08/2015 05:11 AM, Attila Kinali wrote:
On Sat, 7 Feb 2015 10:07:44 -0800
Tom McDermott tom.n5eg@gmail.com wrote:
While compensating for cable delay is relatively straight forward by
measuring the length and compensating for
the velocity factor, a question is: how much amplifier / filter group
delay
is to be expected within the antenna itself?
The usual way is to calibrate the whole setup, including antenna, LNA,
cable and receiver. Ie. you drive to the national lab, set up your whole
system, then measure the timing difference of your GPS receiver to the
one of the lab, drive back home, and apply the correction.
Looking through GPS SAW filter datasheets seems to show none with group
delay specifications.
Not surprising. Group delay is not considered of any importance in most
RF designs.
googling leads to some research papers with delays of about:
L1 - 20 MHz wide SAW filter has about 15 nsec of group delay
L1 - 2 MHz wide SAW filter has about 65 nsec of group delay
L1 - LC filter - can't find anything, but suspect it's probably just
a few
nanoseconds.
I would be very much interested in those papers. Could you list their
titles
and authors at least?
I'm not sure a consumer grade antenna even has a SAW filter, it may
simply
be an LC filter.
Unlikely. LC filters are not sharp enough and difficult to build reliably
at those frequencies. I would rather assume that there are no filters
at all (beside the antenna characteristics).
Attila Kinali
time-nuts mailing list -- time-nuts@febo.com
To unsubscribe, go to
https://www.febo.com/cgi-bin/mailman/listinfo/time-nuts
and follow the instructions there.
On 7 Feb 2015 19:18, "Tom McDermott" tom.n5eg@gmail.com wrote:
Has anyone on the list measured or otherwise estimated the active antenna
delay including the amp and filters?
-- Tom, N5EG
I have never done this, but suspect that using a VNA is the best way to
go. With a simple passive dipole on one port, and the active antenna and
cable on the second port, a transmission measurement (S21) is probably the
way to go. But I was unsure of exactly how to do it.
Your question prompted me to ask on the Keysight VNA forum. There's a reply
by Dr. Joel Dunsmore - one of the worlds leading authorities on VNAs.
http://www.keysight.com/owc_discussions/thread.jspa?threadID=39151&tstart=0
He asks what accuracy is needed. Being time-nuts, I think the answer is "as
high as possible". He writes
"With this method, 1 nsec is reasonable, but if you need 100 psec or 10
psec, then we will have to be much more careful."
You might want to contribute to that forum post.
Dave.
Hi Dave - agree that VNA is one good way to measure the delay. If required
accuracy is less than about
0.5 nsec, then Tx antenna to Rx antenna mutual impedance starts to become
an issue. Above about
1 nsec error probably most of these can be ignored. No access to a vector
VNA that works at 1.5 GHz.
unfortunately.
Normally I would use a difference measurement (substitute known reference
Rx antenna for Rx
under test, and difference the two), but am afraid that the (reference
Rx-to-Tx) and the (Rx under test-to-Tx)
might have different mutual Z.
Thanks for the pointer to the Keysight VNA discussion list.
-- Tom, N5EG
On Mon, Feb 16, 2015 at 6:12 PM, Dr. David Kirkby (Kirkby Microwave Ltd) <
drkirkby@kirkbymicrowave.co.uk> wrote:
On 7 Feb 2015 19:18, "Tom McDermott" tom.n5eg@gmail.com wrote:
Has anyone on the list measured or otherwise estimated the active antenna
delay including the amp and filters?
-- Tom, N5EG
I have never done this, but suspect that using a VNA is the best way to
go. With a simple passive dipole on one port, and the active antenna and
cable on the second port, a transmission measurement (S21) is probably the
way to go. But I was unsure of exactly how to do it.
Your question prompted me to ask on the Keysight VNA forum. There's a reply
by Dr. Joel Dunsmore - one of the worlds leading authorities on VNAs.
http://www.keysight.com/owc_discussions/thread.jspa?threadID=39151&tstart=0
He asks what accuracy is needed. Being time-nuts, I think the answer is "as
high as possible". He writes
"With this method, 1 nsec is reasonable, but if you need 100 psec or 10
psec, then we will have to be much more careful."
You might want to contribute to that forum post.
Dave.
time-nuts mailing list -- time-nuts@febo.com
To unsubscribe, go to
https://www.febo.com/cgi-bin/mailman/listinfo/time-nuts
and follow the instructions there.
On Tue, 17 Feb 2015 18:33:24 -0800
Tom McDermott tom.n5eg@gmail.com wrote:
Hi Dave - agree that VNA is one good way to measure the delay. If required
accuracy is less than about
0.5 nsec, then Tx antenna to Rx antenna mutual impedance starts to become
an issue. Above about
1 nsec error probably most of these can be ignored. No access to a vector
VNA that works at 1.5 GHz.
unfortunately.
You could try tinyVNA[1]. I have used it once, it has some quirks
(it's half hobby, half commercial project and that shows) but works
otherwise. I have no idea how accurate it is.
Attila Kinali
[1] http://miniradiosolutions.com/minivna-tiny
--
It is upon moral qualities that a society is ultimately founded. All
the prosperity and technological sophistication in the world is of no
use without that foundation.
-- Miss Matheson, The Diamond Age, Neil Stephenson