Hi
For close in phase noise (< 10 Hz) the 10 MHz still wins over the 100 MHz after multiplication.
ADEV of the 10 MHz (with or without frequency scale) will be better on the higher Q resonator.
That will always be the low frequency overtone rather than the VHF crystal.
Indeed, a large blank 5 MHz would beat the 10 MHz. It’s a good bet that if a 2.5 MHz cold weld
SC with a 30 mm blank diameter existed, it would beat either one of them (Q would be much higher).
Given the cost of coming up with that part …. not going to happen.
Bob
On Dec 22, 2016, at 3:26 PM, Scott Stobbe scott.j.stobbe@gmail.com wrote:
Well for the same Q a competing oscillator will still take a 20 dB phase
noise increase for every frequency decade you scale up to. If Q*f is
approximately constant, you take another 20 dB hit in phase noise from
degraded Q, totaling 40 dB/decade. Compared to 20 dB/decade plus the noise
introduced by the phase detector and loop-filter of the PLL.
https://en.wikipedia.org/wiki/Leeson's_equation
On Thu, Dec 22, 2016 at 10:53 AM, Attila Kinali attila@kinali.ch wrote:
On Wed, 21 Dec 2016 18:59:20 -0800
Chris Albertson albertson.chris@gmail.com wrote:
Why to people always build 10MHz GPSDOs? If the use of the GPSDO is to
drive a microwave, why not build a MUCH higher frequency GPSDO. Is the
reason that 10MHz crystals just happen to be very good and there are not
good 100MHz ovenized crystals? Or for portable use could you not use the
1PPS signal to discipline a microwave oscillator.
Short answer:
GPSDOs are mostly about high stability, not about low phase noise.
The 10MHz just happend to be a good compromise on stability, phase noise
and usefulnes.
Long answer:
A GPSDO has to exhibit good stability up to several 100 s to a few 1000 s.
This dictates that the OCXO used has to have as high long term stability
as possible. To get there you need an as thick crystal lab as possible.
The lower the frequency and the higher the overtone, the better.
Quartz resonators exhibit a nearly constant Qf, so in first order
approximation, there is no point in choosing a higher frequency
crystal, as the Q will then decrease and thus increase the phase noise
would have been the same as the increased phase noise of a frequency
multiplier. Of course, frequency multiplication is not exactly perfect and
the Qf is not 100% flat. There is a sweet spot where Q*f is maximal
between
5MHz and 10MHz. For historical reasons, 10MHz has been deemed the more
useful
value and that's the reason we have a lot of 10MHz OCXO. If you go for high
stability oscillators, you will see a lot 5MHz OCXOs being used (for the
increased stability). Of course nobody says that these are the only
frequencies that can be used. For example, for specialized use cases you
will find GPSDOs with "odd" frequencies (like the 30.72MHz/61.44MHz used
for LTE).
As others have already commented, when using GPSDOs as a frequency
reference
for an GHz link, one would use some high frequency oscillator in the lower
100MHz range (using a BAW quartz) or somewhere between 500MHz and 1000MHz
(using an SAW quartz) as a low phase noise reference and upconvert this.
Yes, it is possible to discipline such an oscillator directly using GPS,
but for the sake of stability (see above), design reuse and ease of
building/testing, using an 10MHz input is generally the better solution.
This allows to use any device that can produce an 10MHz signal, like
e.g. an Rb vapor cell standard.
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
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The other interesting aspect, is that if the transceiver is mobile, even at
a lazy pedestrian walking speed of 1 m/s, the resulting Doppler shift is 3
E-9 deltaF.
On Thu, Dec 22, 2016 at 4:36 PM, Bob Camp kb8tq@n1k.org wrote:
Hi
For close in phase noise (< 10 Hz) the 10 MHz still wins over the 100 MHz
after multiplication.
ADEV of the 10 MHz (with or without frequency scale) will be better on the
higher Q resonator.
That will always be the low frequency overtone rather than the VHF crystal.
Indeed, a large blank 5 MHz would beat the 10 MHz. It’s a good bet that if
a 2.5 MHz cold weld
SC with a 30 mm blank diameter existed, it would beat either one of them
(Q would be much higher).
Given the cost of coming up with that part …. not going to happen.
Bob
On Dec 22, 2016, at 3:26 PM, Scott Stobbe scott.j.stobbe@gmail.com
wrote:
Well for the same Q a competing oscillator will still take a 20 dB phase
noise increase for every frequency decade you scale up to. If Q*f is
approximately constant, you take another 20 dB hit in phase noise from
degraded Q, totaling 40 dB/decade. Compared to 20 dB/decade plus the
noise
introduced by the phase detector and loop-filter of the PLL.
https://en.wikipedia.org/wiki/Leeson's_equation
On Thu, Dec 22, 2016 at 10:53 AM, Attila Kinali attila@kinali.ch
wrote:
On Wed, 21 Dec 2016 18:59:20 -0800
Chris Albertson albertson.chris@gmail.com wrote:
Why to people always build 10MHz GPSDOs? If the use of the GPSDO is
to
drive a microwave, why not build a MUCH higher frequency GPSDO. Is
the
reason that 10MHz crystals just happen to be very good and there are
not
good 100MHz ovenized crystals? Or for portable use could you not use
the
1PPS signal to discipline a microwave oscillator.
Short answer:
GPSDOs are mostly about high stability, not about low phase noise.
The 10MHz just happend to be a good compromise on stability, phase noise
and usefulnes.
Long answer:
A GPSDO has to exhibit good stability up to several 100 s to a few 1000
s.
This dictates that the OCXO used has to have as high long term stability
as possible. To get there you need an as thick crystal lab as possible.
The lower the frequency and the higher the overtone, the better.
Quartz resonators exhibit a nearly constant Q*f, so in first order
approximation, there is no point in choosing a higher frequency
crystal, as the Q will then decrease and thus increase the phase noise
would have been the same as the increased phase noise of a frequency
multiplier. Of course, frequency multiplication is not exactly perfect
and
the Qf is not 100% flat. There is a sweet spot where Qf is maximal
between
5MHz and 10MHz. For historical reasons, 10MHz has been deemed the more
useful
value and that's the reason we have a lot of 10MHz OCXO. If you go for
high
stability oscillators, you will see a lot 5MHz OCXOs being used (for the
increased stability). Of course nobody says that these are the only
frequencies that can be used. For example, for specialized use cases you
will find GPSDOs with "odd" frequencies (like the 30.72MHz/61.44MHz used
for LTE).
As others have already commented, when using GPSDOs as a frequency
reference
for an GHz link, one would use some high frequency oscillator in the
lower
100MHz range (using a BAW quartz) or somewhere between 500MHz and
1000MHz
(using an SAW quartz) as a low phase noise reference and upconvert this.
Yes, it is possible to discipline such an oscillator directly using GPS,
but for the sake of stability (see above), design reuse and ease of
building/testing, using an 10MHz input is generally the better solution.
This allows to use any device that can produce an 10MHz signal, like
e.g. an Rb vapor cell standard.
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.
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.
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 12/22/16 5:06 PM, Scott Stobbe wrote:
The other interesting aspect, is that if the transceiver is mobile, even at
a lazy pedestrian walking speed of 1 m/s, the resulting Doppler shift is 3
E-9 deltaF.
I always visualize this as "how many wavelengths per second".. so if
you're at 10 GHz, 3cm wavelength, 1 m/s is 33 Hz.
to 1 sig fig, 1 m/s = 2 mi/hr
if it's a radar (2 way path) the shift is doubled.