Bob Camp wrote:
Hi
If you only have one antenna and one receiver, the answer is fairly simple. Swing it around you head on the end of a long string. Plot the position reading vs time. Correlate the readings to the phase of the rotation.
It does indeed work (it's a doppler scanner ...). You could easily argue that it's not exactly a stationary situation any more.
Making it work correctly would involve a lot of work figuring out just how much lag the receiver has. You might have to swing it at a 10 rpm rate ...
Putting it on a constantly rotating platform would work too. I actually
made a comment about moving the antenna as an alternative to the use of
multiple antennas. You can use the velocity vector in correlation with
the local rotation indication to transform the local reference frame to
that of the direction to north. Just swinging it around is pretty
useless unless you bring that in correlation to that local reference
frame. Also, you would like a fairly stable swingrate so that
correlation becomes easier. Also, having a higher rate receiver, such as
10 or 20 Hz would also be nice. The PPS is a suitable reference pulse to
correlate angle-measurements with that of the position given.
Cheers,
Magnus
Not so. I'm very familiar with laying in accurate North lines for gyro
testing. To get anything close to accurate (1 arc second or better) takes
many hours of stellar observation with a Wild T-3 class instrument.
-John
===============
Neville Michie wrote:
When you think of time specifications from GPS, the GPS system is a
poor way to find north.
Even with a base line of 1000 metres you only have a fraction of a
degree.
The GPS system may be useful to get accurate time to simplify a star
observation, from a known (GPS)
position on this planet, but finding north is still a problem because
of the accuracy of a small
number of observations from a star fix.
Gyrocompasses take some time to get a measurement
( one hour) but even their estimate of North cannot match the
precision that the GPS system can get us with time.
cheers, Neville Michie
If you are taking star shots a stellar compass can easily provide a
boresight pointing accuracy of a few arcsec.
Bruce
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When a star tracker is used as a stellar compass in effect takes
simultaneous fixes on several stars and the better ones are capable of
an rms error of a few arc seconds, largely limited by atmospheric
instability.
These are usually used for determining space vehicle attitude, in which
case the instability due to seeing is much smaller than when immersed in
the atmosphere.
They have been used as relatively inexpensive position encoders for
pointing a telescope to within a few arc seconds.
Pattern recognition techniques are used to identify stars in a
relatively wide field (a few degrees) slightly defocused image (improves
centroiding accuracy).
Star tracker for Clementine mission:
http://www.osti.gov/bridge/servlets/purl/86977-ULkJcR/webviewable/86977.pdf
A more accurate version:
http://www.newworldt.com/download/DTU/microASC%20Summary.pdf
telescope pointing application:
http://www.ifa.hawaii.edu/faculty/pickles/AJP/spie3351.07.pdf
http://www.ifa.hawaii.edu/users/pickles/AJP/AMOS2003_v4.pdf
Measuring the position (altitude + azimuth) of one star at a time using
a theodolite is not the most efficient method of determining the
direction of the meridian.
Its far better to measure the position of several stars at once as in
the stellar compass, however a longer focal length camera lens than
usually used in a star tracker is desrable for increased accuracy.
Bruce
J. Forster wrote:
Not so. I'm very familiar with laying in accurate North lines for gyro
testing. To get anything close to accurate (1 arc second or better) takes
many hours of stellar observation with a Wild T-3 class instrument.
-John
===============
Neville Michie wrote:
When you think of time specifications from GPS, the GPS system is a
poor way to find north.
Even with a base line of 1000 metres you only have a fraction of a
degree.
The GPS system may be useful to get accurate time to simplify a star
observation, from a known (GPS)
position on this planet, but finding north is still a problem because
of the accuracy of a small
number of observations from a star fix.
Gyrocompasses take some time to get a measurement
( one hour) but even their estimate of North cannot match the
precision that the GPS system can get us with time.
cheers, Neville Michie
If you are taking star shots a stellar compass can easily provide a
boresight pointing accuracy of a few arcsec.
Bruce
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I once went through the exercise of finding North from a station at
home.
A gps fix would give me +- - 1metre northing and + - 1 metre
easting, another
fix 1000m away would be the same, a lousy base for an accurate azimuth.
Using an ephemeris for constants, a theodolite fix on a circumpolar star
taken at 6 hour intervals starts to get a value with the limits being
the
usual limits of observing stars but less the refraction errors.
I recorded the data with respect to a Referred Object, ( a street
light 4 km away)
Several times I repeated this exercise ( on other nights) and I was
disssapointed by the precision.
Now my theodolite is a Wild T1, and the method does not lend itself
to getting the maximum
precision from the instrument, but I was deeply impressed by the
difficulty of getting
an accurate measure of true North.
cheers, Neville Michie
On 22/11/2009, at 1:13 PM, J. Forster wrote:
Not so. I'm very familiar with laying in accurate North lines for gyro
testing. To get anything close to accurate (1 arc second or better)
takes
many hours of stellar observation with a Wild T-3 class instrument.
-John
===============
Neville Michie wrote:
When you think of time specifications from GPS, the GPS system is a
poor way to find north.
Even with a base line of 1000 metres you only have a fraction of a
degree.
The GPS system may be useful to get accurate time to simplify a star
observation, from a known (GPS)
position on this planet, but finding north is still a problem
because
of the accuracy of a small
number of observations from a star fix.
Gyrocompasses take some time to get a measurement
( one hour) but even their estimate of North cannot match the
precision that the GPS system can get us with time.
cheers, Neville Michie
If you are taking star shots a stellar compass can easily provide a
boresight pointing accuracy of a few arcsec.
Bruce
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time-nuts
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Am Saturday 21 November 2009 20:32:11 schrieb J. Forster:
OK. Sme GPS receivers have magnetic sensors. What do they do with/about
magnetic deviation.
Just a wild guess: The GPS receiver also knows its location, and magnetic
deviation is known to some degree in its variation over earth's surface. So,
why not introduce a map of magnetic deviation that basically tells you: at
location Lat; Long, your magnetic north points at 357 degrees instead of 360.
Bingo, you're done. That would be especially useful in the pole region, where
deviation becomes large, as the accuracy of magnetic sensors probably is in
the order of a couple degrees.
Sounds reasonable, doesn't it?
HTH,
Florian
Hi Florian,
That is basicly the way it is done. The "source" is a magnetic model - a
"formula" with lots of coefficients, you input your position and the
output is an approximation of your magnetic declination at that position.
It can be implemented by precomputing a lockup table (map) with the
required bin size, or store coefficients and do the calculation in the
receiver.
This is actually an exact analogy with the computation of Mean Sea Level
height. The GPS receiver can only measure ellipsoid height, but many
receivers will output a MSL heigt, by computing or search in a precomputed
"geoid separation"-map.
--
Björn
Am Saturday 21 November 2009 20:32:11 schrieb J. Forster:
OK. Sme GPS receivers have magnetic sensors. What do they do with/about
magnetic deviation.
Just a wild guess: The GPS receiver also knows its location, and magnetic
deviation is known to some degree in its variation over earth's surface.
So,
why not introduce a map of magnetic deviation that basically tells you: at
location Lat; Long, your magnetic north points at 357 degrees instead of
360.
Bingo, you're done. That would be especially useful in the pole region,
where
deviation becomes large, as the accuracy of magnetic sensors probably is
in
the order of a couple degrees.
Sounds reasonable, doesn't it?
HTH,
Florian
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Notice several of the eloran/GPS receivers advertise better than one degree heading accuracy even when stationary. Wonder if this the result of the sensor using an array of ferrite bar antennas or just a magnetic compass ?
"The eLoran Heading output using Loran-C provides bearing accuracy better than 1º, making the e-LORAN a practical alternative to more expensive heading devices"
http://www.si-tex.com/2009description_e-loran.htm
http://www.crossrate.com/elgps1110
Stanley
Stanley Reynolds wrote:
Notice several of the eloran/GPS receivers advertise better than one degree heading accuracy even when stationary. Wonder if this the result of the sensor using an array of ferrite bar antennas or just a magnetic compass ?
"The eLoran Heading output using Loran-C provides bearing accuracy better than 1º, making the e-LORAN a practical alternative to more expensive heading devices"
http://www.si-tex.com/2009description_e-loran.htm
As expected:
Antenna
Type Active dual-loop eLoran H-field antenna with GPS patch antenna
dual-loop H-field Loran antenna is expected. H-field antennas has a zero
in the plane of the loop. To compensate another antenna is mounted with
90 degrees difference. Now, this allows the use of the signal from both
antennas to measure the heading towards each of the LORAN stations,
which together with the position can be converted to heading towards North.
If the GPS receiver had two antennas with similar directional
characteristics, it would too be able to do similar tricks.
Cheers,
Magnus
Yes, found this patent :
http://www.freepatentsonline.com/y2008/0186232.html
"A method and radio navigation system compass apparatus for determining true north or azimuth or orientation of a vehicle or the like by the use of integrated Loran and satellite radio navigation receivers employing crossed-loop H-field antennas for the Loran reception, or the use of at least three Loran type transmitter, or two Loran type transmitter and a synchronized clock for determining both position and azimuth. "
synergy, the whole is greater than the sum of the individual parts
Both GPS and loran depend on the phase/frequency/time accuracy of their source, but I wonder if other signals not as accurate but maybe short-term stable could be used to improve combined stability such as TV and radio transmitters. With such a large source of possible transmitters comparison of them to GPS and loran to pick a few good ones to add both hold-over from gps and or loran loss. For example a CDMA cell site that is dependent on GPS would slowly deteriorate if GPS was lost, but a large number of CDMA cell sites would continue to work if they could be synced to another source.
Besides the hold over capability I would be interested in ways to combine as many independent sources to improve accuracy like the use of more accurate frequency sources to improve GPS accuracy:
http://plan.geomatics.ucalgary.ca/papers/ENC06_Paper74_WatsonetAl_v3Web.pdf
Or maybe a time-nut antidote would be better ;-)
Stanley
----- Original Message ----
From: Magnus Danielson magnus@rubidium.dyndns.org
To: Discussion of precise time and frequency measurement time-nuts@febo.com
Sent: Sun, November 22, 2009 11:18:58 AM
Subject: Re: [time-nuts] OT - GPS and North
Stanley Reynolds wrote:
Notice several of the eloran/GPS receivers advertise better than one degree heading accuracy even when stationary. Wonder if this the result of the sensor using an array of ferrite bar antennas or just a magnetic compass ?
"The eLoran Heading output using Loran-C provides bearing accuracy better than 1º, making the e-LORAN a practical alternative to more expensive heading devices"
http://www.si-tex.com/2009description_e-loran.htm
As expected:
Antenna
Type Active dual-loop eLoran H-field antenna with GPS patch antenna
dual-loop H-field Loran antenna is expected. H-field antennas has a zero in the plane of the loop. To compensate another antenna is mounted with 90 degrees difference. Now, this allows the use of the signal from both antennas to measure the heading towards each of the LORAN stations, which together with the position can be converted to heading towards North.
If the GPS receiver had two antennas with similar directional characteristics, it would too be able to do similar tricks.
Cheers,
Magnus
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Stanley Reynolds wrote:
Yes, found this patent :
http://www.freepatentsonline.com/y2008/0186232.html
"A method and radio navigation system compass apparatus for determining true north or azimuth or orientation of a vehicle or the like by the use of integrated Loran and satellite radio navigation receivers employing crossed-loop H-field antennas for the Loran reception, or the use of at least three Loran type transmitter, or two Loran type transmitter and a synchronized clock for determining both position and azimuth. "
synergy, the whole is greater than the sum of the individual parts
Traditional Directional Finding techniquest combined with positional
information from the Loran-C is a good mix. Question is if the invention
is that big that a good patent would hold.
Both GPS and loran depend on the phase/frequency/time accuracy of their source, but I wonder if other signals not as accurate but maybe short-term stable could be used to improve combined stability such as TV and radio transmitters. With such a large source of possible transmitters comparison of them to GPS and loran to pick a few good ones to add both hold-over from gps and or loran loss. For example a CDMA cell site that is dependent on GPS would slowly deteriorate if GPS was lost, but a large number of CDMA cell sites would continue to work if they could be synced to another source.
You can use either the timing or direction or both from many different
sources in combination with that of a number of different satellite
systems in a combined pseudo-range and orientation input for a position
and heading analysis. You can weigth in timing from several VLF sources
in combination with the pseudo-ranges of the sats. The problem with VLF
sources is the shift in delay due to shift in atmosphere, so their
contribution would be limited unless fairly nearby.
Besides the hold over capability I would be interested in ways to combine as many independent sources to improve accuracy like the use of more accurate frequency sources to improve GPS accuracy:
http://plan.geomatics.ucalgary.ca/papers/ENC06_Paper74_WatsonetAl_v3Web.pdf
Or maybe a time-nut antidote would be better ;-)
Maybe. :)
Cheers,
Magnus