What's the loaded Q of such a notch filter? 50 dB 100 Hz off of 10 MHz
sounds like a pretty lousy Q.
On Sunday, 2 October 2016, Bob Camp kb8tq@n1k.org wrote:
Hi
The issue is not about notch filters and if they are useful. The gotcha
is
that they are mainly useful far removed from carrier rather than close in.
The
statement “works 100 Hz off carrier” requires a lot of qualifiers to
make it
apply in real measurements. Without getting into the limitations, it is
very difficult
to determine just how close to carrier you can go with a notch. That is not
implementation specific it applies to all notches. You do need to get
into the
details.
The stuff we have gone over so far is hardly an exhaustive list. There are
many issues.
We have yet to get into the amount of power being delivered to the crystal
in the
notch filter and the behavior of crystals when driven with a lot of power
….
Bob
On Oct 2, 2016, at 12:10 PM, Adrian Rus <adrian.rus@broadhurst.ro
javascript:;> wrote:
Bob,
There is no issue about using or not using notch filters. We know (?)
all of these. It is about a damn simple topology. Yes, this topology has
its shortcomings (impedance, variation with freq and the so).
The math is close, but not exact.
I gave up here. If the topology is of no use, this is it. For me it was
funy to discover that simple topology doing a notch.
Best,
Adrian
Sent from my BlackBerry 10 smartphone on the Orange network.
Original Message
From: Bob Camp
Sent: Sunday, October 2, 2016 18:35
To: Discussion of precise time and frequency measurement
Reply To: Discussion of precise time and frequency measurement
Subject: Re: [time-nuts] notch filter for close in phase noise
measurement
Hi
Ok, the next issue with the notch filter technique is the termination of
the oscillator
it’s self. The notch may (or more likely not) provide a proper 50 ohm
load at the
carrier frequency. Even if it is correct at the carrier, it will go off
impedance as it
moves away from carrier. You either need a pad in series with the
oscillator (which
drops sensitivity) or something similar (like an isolator). The gotcha
here is that the
phase noise of the device may not be the same when it is incorrectly
terminated. The
issue is more significant in minimum stage devices or when the output
stage contributes
to the total noise of the device.
A bit of math:
A good 10 MHz oscillator will be in the -155 to -165 dbc / Hz range at
100 Hz off carrier.
If you have lost 20 db of energy due to the notch width, that is now
-175 to -185 dbc / Hz.
If the oscillator is putting out +10 dbm, that would be -165 to -175 dbm
/ Hz. The lower
number is at the KTB level without any loss in the bridge, a the
attenuator, or noise figure in the
post amplifier. The higher number is only 10 db away. If the notch has a
bit more loss, things
get even tighter. This is more than just a theoretical issue.
After that you do get into the AM + PM thing. The notch is normally
proposed for use on
floor measurements. Details are in the FCS paper by Stone back in the
1970’s. There the argument
is that the noise process must be producing equal amounts of AM and PM
noise. That makes
the conversion of “what I measured” to phase noise fairly easy. Close
in, you can indeed have
processes that produce unequal amounts of AM and PM noise. Without a way
to separate the
two, you toss a fairly large bit of doubt into the measurement.
Bob
On Oct 2, 2016, at 11:03 AM, Adrian Rus <adrian.rus@broadhurst.ro
javascript:;> wrote:
Yes. It can be used for offsets starting some 100-200Hz. Plus, the
measured noise is PN+AN. Again, the only reason I wanted to share this
topology is its outrageous simplicity. All pluses and minuses of notch
filer measurement methode, remain.
Sooner (or later) I shall share with you (after the real life
validation) an (again, very simple) interderometric methode.
Adrian
Sent from my BlackBerry 10 smartphone on the Orange network.
Original Message
From: Bob Camp
Sent: Sunday, October 2, 2016 17:54
To: Discussion of precise time and frequency measurement
Reply To: Discussion of precise time and frequency measurement
Subject: Re: [time-nuts] notch filter for close in phase noise
measurement
Hi
The notch is (say) 60 db deep at the carrier frequency. At 100 Hz off
the carrier frequency,
it still has some depth. It might be 50 db deep, it could be 10 db
deep. A lot depends on the
crystal you have. Even if it’s only 10 db deep, the phase noise you
measure at 100 Hz off
carrier will be “off” by 10 db.
Bob
On Oct 2, 2016, at 10:46 AM, Adrian Rus <adrian.rus@broadhurst.ro
javascript:;> wrote:
Hello,
The generator is a reference 10MHz oscillator and the only
calibration of the notch is to equal the oscillator freq.
The basic idea of the message is its simplicity (as compared to other
notch approaches).
Best regards,
Adrian
Sent from my BlackBerry 10 smartphone on the Orange network.
Original Message
From: Bob Camp
Sent: Sunday, October 2, 2016 17:06
To: Discussion of precise time and frequency measurement
Reply To: Discussion of precise time and frequency measurement
Subject: Re: [time-nuts] notch filter for close in phase noise
measurement
Hi
Getting close to carrier with a notch filter involves a bit of
calibration of the notch. It’s not
imposible to do, but it is a needed step. The generator you use to do
the measurement has
to be pretty clean to get adequate data at low offsets.
Bob
On Oct 2, 2016, at 3:56 AM, Adrian Rus <adrian.rus@broadhurst.ro
javascript:;> wrote:
Hello list,
For those of you interested in phase noise measurement without using
fancy/dedicated gear, here you are the way I have got. Disclaimer: as far
as I am concerned, all phase noise measurements use a technique to get rid
of carrier: quadrature mixing, interferometric [more on that, later] and
notch filters.
The simplest way use notch filters, and the simplest notch filter can
be arranged with just 3 elements:
port, the SA [spectrum analyzer] on OUT port and the resistor on REF port.
The resistor have to be determined by trial and error to equal the series
resistence of the crystal at series resonance. From some -50dB up, can hook
a potentiometer in parallel to the resistor[s] and fine tune for the
deepest notch.
It is easy to get notches as deep as -85-90dB. The filter is useful
in close in measurements not closer than 100-200Hz from carrier. Yes,
between the notch and SA you should insert a 40-60dB amplifier. The
amplifier will not degrade the flicker noise [as there is practical no
carrier - see Rubiola papers], but will set the noise floor.
The series resonance freq have to be selected from multiple crystals;
I have experienced series resonance in 10MHz crystals ranging from -300Hz
to +100Hz against 10MHz sharp, and have selected a crystal resonating at
+25Hz at room temperature. For exact fit you can either tune the oscillator
@+25Hz, or better, thermostat the crystal; thermostating the crystal will
also tune the notch to the desired freq.
My selected crystal was equilibrated by a series resistance of
14.7ohm. Please note, the series resistance of other 11 crystals I have
tested range from 14ohm to tens of ohm.
Regards,
Adrian
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Adrian,
Simple is nice, but if we cannot talk about the limitations
that come about because of the simplicity, without causing
offense, how can we ever know if simple is good enough?
-Chuck Harris
Adrian Rus wrote:
Rick,
Why hunt goose with the cannon? The post is about a simple(r) crystal notch filter, nothing more and nothing less. It is not about notch filters (in general) against quadrature method, nor about number of RF components or about their noise floor limitation.
It is about this notch filter against other notch filters.
As per simplicity, to mix 2 oscillators in quadrature one need the second oscillator, the high level mixer, the PLL and the baseband (FFT) analyzer.
Best,
Adrian
Chuck,
Your point is correct. I shall revert with numbers. Indeed, there are plenty of limitations. The intrinsic Cristal noise and the behaviour of the crystal under large signal are among the most worrisome.
It was incorrect opose the methode (at all) against the other known methodes.
Adrian
Sent from my BlackBerry 10 smartphone on the Orange network.
Original Message
From: Chuck Harris
Sent: Sunday, October 2, 2016 19:40
To: Discussion of precise time and frequency measurement
Reply To: Discussion of precise time and frequency measurement
Subject: Re: [time-nuts] notch filter for close in phase noise measurement
Adrian,
Simple is nice, but if we cannot talk about the limitations
that come about because of the simplicity, without causing
offense, how can we ever know if simple is good enough?
-Chuck Harris
Adrian Rus wrote:
Rick,
Why hunt goose with the cannon? The post is about a simple(r) crystal notch filter, nothing more and nothing less. It is not about notch filters (in general) against quadrature method, nor about number of RF components or about their noise floor limitation.
It is about this notch filter against other notch filters.
As per simplicity, to mix 2 oscillators in quadrature one need the second oscillator, the high level mixer, the PLL and the baseband (FFT) analyzer.
Best,
Adrian
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.
Hi
One of the limitations of the return loss bridge approach can be the loaded Q. Indeed 50 db
would be pretty awful. You have more control over things like notch depth and bandwidth with
a more “classical” notch filter topology. You can indeed use overtone crystals in that case
which gives you a higher unloaded Q from the resonator.
If indeed you come up with a 30 Hz wide at 3 db notch filter, you better put it in an OCXO style
enclosure. You also better have a way to tune it to match your signal source. Room ambient
variations will have you chasing it all over the place otherwise. Even a 200 Hz wide filter is going
to be “twitchy” if that is the 3 db bandwidth.
Bob
On Oct 2, 2016, at 12:27 PM, Scott Stobbe scott.j.stobbe@gmail.com wrote:
What's the loaded Q of such a notch filter? 50 dB 100 Hz off of 10 MHz
sounds like a pretty lousy Q.
On Sunday, 2 October 2016, Bob Camp kb8tq@n1k.org wrote:
Hi
The issue is not about notch filters and if they are useful. The gotcha
is
that they are mainly useful far removed from carrier rather than close in.
The
statement “works 100 Hz off carrier” requires a lot of qualifiers to
make it
apply in real measurements. Without getting into the limitations, it is
very difficult
to determine just how close to carrier you can go with a notch. That is not
implementation specific it applies to all notches. You do need to get
into the
details.
The stuff we have gone over so far is hardly an exhaustive list. There are
many issues.
We have yet to get into the amount of power being delivered to the crystal
in the
notch filter and the behavior of crystals when driven with a lot of power
….
Bob
On Oct 2, 2016, at 12:10 PM, Adrian Rus <adrian.rus@broadhurst.ro
javascript:;> wrote:
Bob,
There is no issue about using or not using notch filters. We know (?)
all of these. It is about a damn simple topology. Yes, this topology has
its shortcomings (impedance, variation with freq and the so).
The math is close, but not exact.
I gave up here. If the topology is of no use, this is it. For me it was
funy to discover that simple topology doing a notch.
Best,
Adrian
Sent from my BlackBerry 10 smartphone on the Orange network.
Original Message
From: Bob Camp
Sent: Sunday, October 2, 2016 18:35
To: Discussion of precise time and frequency measurement
Reply To: Discussion of precise time and frequency measurement
Subject: Re: [time-nuts] notch filter for close in phase noise
measurement
Hi
Ok, the next issue with the notch filter technique is the termination of
the oscillator
it’s self. The notch may (or more likely not) provide a proper 50 ohm
load at the
carrier frequency. Even if it is correct at the carrier, it will go off
impedance as it
moves away from carrier. You either need a pad in series with the
oscillator (which
drops sensitivity) or something similar (like an isolator). The gotcha
here is that the
phase noise of the device may not be the same when it is incorrectly
terminated. The
issue is more significant in minimum stage devices or when the output
stage contributes
to the total noise of the device.
A bit of math:
A good 10 MHz oscillator will be in the -155 to -165 dbc / Hz range at
100 Hz off carrier.
If you have lost 20 db of energy due to the notch width, that is now
-175 to -185 dbc / Hz.
If the oscillator is putting out +10 dbm, that would be -165 to -175 dbm
/ Hz. The lower
number is at the KTB level without any loss in the bridge, a the
attenuator, or noise figure in the
post amplifier. The higher number is only 10 db away. If the notch has a
bit more loss, things
get even tighter. This is more than just a theoretical issue.
After that you do get into the AM + PM thing. The notch is normally
proposed for use on
floor measurements. Details are in the FCS paper by Stone back in the
1970’s. There the argument
is that the noise process must be producing equal amounts of AM and PM
noise. That makes
the conversion of “what I measured” to phase noise fairly easy. Close
in, you can indeed have
processes that produce unequal amounts of AM and PM noise. Without a way
to separate the
two, you toss a fairly large bit of doubt into the measurement.
Bob
On Oct 2, 2016, at 11:03 AM, Adrian Rus <adrian.rus@broadhurst.ro
javascript:;> wrote:
Yes. It can be used for offsets starting some 100-200Hz. Plus, the
measured noise is PN+AN. Again, the only reason I wanted to share this
topology is its outrageous simplicity. All pluses and minuses of notch
filer measurement methode, remain.
Sooner (or later) I shall share with you (after the real life
validation) an (again, very simple) interderometric methode.
Adrian
Sent from my BlackBerry 10 smartphone on the Orange network.
Original Message
From: Bob Camp
Sent: Sunday, October 2, 2016 17:54
To: Discussion of precise time and frequency measurement
Reply To: Discussion of precise time and frequency measurement
Subject: Re: [time-nuts] notch filter for close in phase noise
measurement
Hi
The notch is (say) 60 db deep at the carrier frequency. At 100 Hz off
the carrier frequency,
it still has some depth. It might be 50 db deep, it could be 10 db
deep. A lot depends on the
crystal you have. Even if it’s only 10 db deep, the phase noise you
measure at 100 Hz off
carrier will be “off” by 10 db.
Bob
On Oct 2, 2016, at 10:46 AM, Adrian Rus <adrian.rus@broadhurst.ro
javascript:;> wrote:
Hello,
The generator is a reference 10MHz oscillator and the only
calibration of the notch is to equal the oscillator freq.
The basic idea of the message is its simplicity (as compared to other
notch approaches).
Best regards,
Adrian
Sent from my BlackBerry 10 smartphone on the Orange network.
Original Message
From: Bob Camp
Sent: Sunday, October 2, 2016 17:06
To: Discussion of precise time and frequency measurement
Reply To: Discussion of precise time and frequency measurement
Subject: Re: [time-nuts] notch filter for close in phase noise
measurement
Hi
Getting close to carrier with a notch filter involves a bit of
calibration of the notch. It’s not
imposible to do, but it is a needed step. The generator you use to do
the measurement has
to be pretty clean to get adequate data at low offsets.
Bob
On Oct 2, 2016, at 3:56 AM, Adrian Rus <adrian.rus@broadhurst.ro
javascript:;> wrote:
Hello list,
For those of you interested in phase noise measurement without using
fancy/dedicated gear, here you are the way I have got. Disclaimer: as far
as I am concerned, all phase noise measurements use a technique to get rid
of carrier: quadrature mixing, interferometric [more on that, later] and
notch filters.
The simplest way use notch filters, and the simplest notch filter can
be arranged with just 3 elements:
port, the SA [spectrum analyzer] on OUT port and the resistor on REF port.
The resistor have to be determined by trial and error to equal the series
resistence of the crystal at series resonance. From some -50dB up, can hook
a potentiometer in parallel to the resistor[s] and fine tune for the
deepest notch.
It is easy to get notches as deep as -85-90dB. The filter is useful
in close in measurements not closer than 100-200Hz from carrier. Yes,
between the notch and SA you should insert a 40-60dB amplifier. The
amplifier will not degrade the flicker noise [as there is practical no
carrier - see Rubiola papers], but will set the noise floor.
The series resonance freq have to be selected from multiple crystals;
I have experienced series resonance in 10MHz crystals ranging from -300Hz
to +100Hz against 10MHz sharp, and have selected a crystal resonating at
+25Hz at room temperature. For exact fit you can either tune the oscillator
@+25Hz, or better, thermostat the crystal; thermostating the crystal will
also tune the notch to the desired freq.
My selected crystal was equilibrated by a series resistance of
14.7ohm. Please note, the series resistance of other 11 crystals I have
tested range from 14ohm to tens of ohm.
Regards,
Adrian
time-nuts mailing list -- time-nuts@febo.com javascript:;
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mailman/listinfo/time-nuts
and follow the instructions there.
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To unsubscribe, go to https://www.febo.com/cgi-bin/
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You throw away the 50dB figure, not me :)
I will revert with numbers as I have to redo the settings. The bandwidth is much, much lower than 30Hz. From memory, the -58dB notch is valid for 0.1Hz freq shift only.
Adrian
Sent from my BlackBerry 10 smartphone on the Orange network.
Original Message
From: Bob Camp
Sent: Sunday, October 2, 2016 22:09
To: Discussion of precise time and frequency measurement
Reply To: Discussion of precise time and frequency measurement
Subject: Re: [time-nuts] notch filter for close in phase noise measurement
Hi
One of the limitations of the return loss bridge approach can be the loaded Q. Indeed 50 db
would be pretty awful. You have more control over things like notch depth and bandwidth with
a more “classical” notch filter topology. You can indeed use overtone crystals in that case
which gives you a higher unloaded Q from the resonator.
If indeed you come up with a 30 Hz wide at 3 db notch filter, you better put it in an OCXO style
enclosure. You also better have a way to tune it to match your signal source. Room ambient
variations will have you chasing it all over the place otherwise. Even a 200 Hz wide filter is going
to be “twitchy” if that is the 3 db bandwidth.
Bob
On Oct 2, 2016, at 12:27 PM, Scott Stobbe scott.j.stobbe@gmail.com wrote:
What's the loaded Q of such a notch filter? 50 dB 100 Hz off of 10 MHz
sounds like a pretty lousy Q.
On Sunday, 2 October 2016, Bob Camp kb8tq@n1k.org wrote:
Hi
The issue is not about notch filters and if they are useful. The gotcha
is
that they are mainly useful far removed from carrier rather than close in.
The
statement “works 100 Hz off carrier” requires a lot of qualifiers to
make it
apply in real measurements. Without getting into the limitations, it is
very difficult
to determine just how close to carrier you can go with a notch. That is not
implementation specific it applies to all notches. You do need to get
into the
details.
The stuff we have gone over so far is hardly an exhaustive list. There are
many issues.
We have yet to get into the amount of power being delivered to the crystal
in the
notch filter and the behavior of crystals when driven with a lot of power
….
Bob
On Oct 2, 2016, at 12:10 PM, Adrian Rus <adrian.rus@broadhurst.ro
javascript:;> wrote:
Bob,
There is no issue about using or not using notch filters. We know (?)
all of these. It is about a damn simple topology. Yes, this topology has
its shortcomings (impedance, variation with freq and the so).
The math is close, but not exact.
I gave up here. If the topology is of no use, this is it. For me it was
funy to discover that simple topology doing a notch.
Best,
Adrian
Sent from my BlackBerry 10 smartphone on the Orange network.
Original Message
From: Bob Camp
Sent: Sunday, October 2, 2016 18:35
To: Discussion of precise time and frequency measurement
Reply To: Discussion of precise time and frequency measurement
Subject: Re: [time-nuts] notch filter for close in phase noise
measurement
Hi
Ok, the next issue with the notch filter technique is the termination of
the oscillator
it’s self. The notch may (or more likely not) provide a proper 50 ohm
load at the
carrier frequency. Even if it is correct at the carrier, it will go off
impedance as it
moves away from carrier. You either need a pad in series with the
oscillator (which
drops sensitivity) or something similar (like an isolator). The gotcha
here is that the
phase noise of the device may not be the same when it is incorrectly
terminated. The
issue is more significant in minimum stage devices or when the output
stage contributes
to the total noise of the device.
A bit of math:
A good 10 MHz oscillator will be in the -155 to -165 dbc / Hz range at
100 Hz off carrier.
If you have lost 20 db of energy due to the notch width, that is now
-175 to -185 dbc / Hz.
If the oscillator is putting out +10 dbm, that would be -165 to -175 dbm
/ Hz. The lower
number is at the KTB level without any loss in the bridge, a the
attenuator, or noise figure in the
post amplifier. The higher number is only 10 db away. If the notch has a
bit more loss, things
get even tighter. This is more than just a theoretical issue.
After that you do get into the AM + PM thing. The notch is normally
proposed for use on
floor measurements. Details are in the FCS paper by Stone back in the
1970’s. There the argument
is that the noise process must be producing equal amounts of AM and PM
noise. That makes
the conversion of “what I measured” to phase noise fairly easy. Close
in, you can indeed have
processes that produce unequal amounts of AM and PM noise. Without a way
to separate the
two, you toss a fairly large bit of doubt into the measurement.
Bob
On Oct 2, 2016, at 11:03 AM, Adrian Rus <adrian.rus@broadhurst.ro
javascript:;> wrote:
Yes. It can be used for offsets starting some 100-200Hz. Plus, the
measured noise is PN+AN. Again, the only reason I wanted to share this
topology is its outrageous simplicity. All pluses and minuses of notch
filer measurement methode, remain.
Sooner (or later) I shall share with you (after the real life
validation) an (again, very simple) interderometric methode.
Adrian
Sent from my BlackBerry 10 smartphone on the Orange network.
Original Message
From: Bob Camp
Sent: Sunday, October 2, 2016 17:54
To: Discussion of precise time and frequency measurement
Reply To: Discussion of precise time and frequency measurement
Subject: Re: [time-nuts] notch filter for close in phase noise
measurement
Hi
The notch is (say) 60 db deep at the carrier frequency. At 100 Hz off
the carrier frequency,
it still has some depth. It might be 50 db deep, it could be 10 db
deep. A lot depends on the
crystal you have. Even if it’s only 10 db deep, the phase noise you
measure at 100 Hz off
carrier will be “off” by 10 db.
Bob
On Oct 2, 2016, at 10:46 AM, Adrian Rus <adrian.rus@broadhurst.ro
javascript:;> wrote:
Hello,
The generator is a reference 10MHz oscillator and the only
calibration of the notch is to equal the oscillator freq.
The basic idea of the message is its simplicity (as compared to other
notch approaches).
Best regards,
Adrian
Sent from my BlackBerry 10 smartphone on the Orange network.
Original Message
From: Bob Camp
Sent: Sunday, October 2, 2016 17:06
To: Discussion of precise time and frequency measurement
Reply To: Discussion of precise time and frequency measurement
Subject: Re: [time-nuts] notch filter for close in phase noise
measurement
Hi
Getting close to carrier with a notch filter involves a bit of
calibration of the notch. It’s not
imposible to do, but it is a needed step. The generator you use to do
the measurement has
to be pretty clean to get adequate data at low offsets.
Bob
On Oct 2, 2016, at 3:56 AM, Adrian Rus <adrian.rus@broadhurst.ro
javascript:;> wrote:
Hello list,
For those of you interested in phase noise measurement without using
fancy/dedicated gear, here you are the way I have got. Disclaimer: as far
as I am concerned, all phase noise measurements use a technique to get rid
of carrier: quadrature mixing, interferometric [more on that, later] and
notch filters.
The simplest way use notch filters, and the simplest notch filter can
be arranged with just 3 elements:
port, the SA [spectrum analyzer] on OUT port and the resistor on REF port.
The resistor have to be determined by trial and error to equal the series
resistence of the crystal at series resonance. From some -50dB up, can hook
a potentiometer in parallel to the resistor[s] and fine tune for the
deepest notch.
It is easy to get notches as deep as -85-90dB. The filter is useful
in close in measurements not closer than 100-200Hz from carrier. Yes,
between the notch and SA you should insert a 40-60dB amplifier. The
amplifier will not degrade the flicker noise [as there is practical no
carrier - see Rubiola papers], but will set the noise floor.
The series resonance freq have to be selected from multiple crystals;
I have experienced series resonance in 10MHz crystals ranging from -300Hz
to +100Hz against 10MHz sharp, and have selected a crystal resonating at
+25Hz at room temperature. For exact fit you can either tune the oscillator
@+25Hz, or better, thermostat the crystal; thermostating the crystal will
also tune the notch to the desired freq.
My selected crystal was equilibrated by a series resistance of
14.7ohm. Please note, the series resistance of other 11 crystals I have
tested range from 14ohm to tens of ohm.
Regards,
Adrian
time-nuts mailing list -- time-nuts@febo.com javascript:;
To unsubscribe, go to https://www.febo.com/cgi-bin/
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Hi
If you need the notch to be set within 0.1 Hz at 10 MHz, that’s 1x10^-8. A typical crystal will have a temperature
coefficient of about 0.5 ppm / C. You would need to temperature control it to < 1/50 C. A normal lab will swing between
1 and 2 C. One thing you may be seeing is the crystal shift frequency as it is tuned to “accept” power from the source.
With milliwatts of power flying around, that would not be unusual.
The same calculation sort of (but not really) gets you headed to a loaded Q in the 100,000,000 range. That’s a bit
optimistic for a fundamental AT crystal at 10 MHz. 300,000 for the unloaded Q is a fairly normal upper limit. The loaded
Q in the circuit will always be well below the unloaded Q. Not all crystals are designed to optimize Q. You really don’t know
what you have without measurement of the crystal.
Yes, we are going from “remembered numbers” and that is always a bit dangerous. I’ve certainly had my
issues with that here on the list. :)
Bob
On Oct 2, 2016, at 3:14 PM, Adrian Rus adrian.rus@broadhurst.ro wrote:
You throw away the 50dB figure, not me :)
I will revert with numbers as I have to redo the settings. The bandwidth is much, much lower than 30Hz. From memory, the -58dB notch is valid for 0.1Hz freq shift only.
Adrian
Sent from my BlackBerry 10 smartphone on the Orange network.
Original Message
From: Bob Camp
Sent: Sunday, October 2, 2016 22:09
To: Discussion of precise time and frequency measurement
Reply To: Discussion of precise time and frequency measurement
Subject: Re: [time-nuts] notch filter for close in phase noise measurement
Hi
One of the limitations of the return loss bridge approach can be the loaded Q. Indeed 50 db
would be pretty awful. You have more control over things like notch depth and bandwidth with
a more “classical” notch filter topology. You can indeed use overtone crystals in that case
which gives you a higher unloaded Q from the resonator.
If indeed you come up with a 30 Hz wide at 3 db notch filter, you better put it in an OCXO style
enclosure. You also better have a way to tune it to match your signal source. Room ambient
variations will have you chasing it all over the place otherwise. Even a 200 Hz wide filter is going
to be “twitchy” if that is the 3 db bandwidth.
Bob
On Oct 2, 2016, at 12:27 PM, Scott Stobbe scott.j.stobbe@gmail.com wrote:
What's the loaded Q of such a notch filter? 50 dB 100 Hz off of 10 MHz
sounds like a pretty lousy Q.
On Sunday, 2 October 2016, Bob Camp kb8tq@n1k.org wrote:
Hi
The issue is not about notch filters and if they are useful. The gotcha
is
that they are mainly useful far removed from carrier rather than close in.
The
statement “works 100 Hz off carrier” requires a lot of qualifiers to
make it
apply in real measurements. Without getting into the limitations, it is
very difficult
to determine just how close to carrier you can go with a notch. That is not
implementation specific it applies to all notches. You do need to get
into the
details.
The stuff we have gone over so far is hardly an exhaustive list. There are
many issues.
We have yet to get into the amount of power being delivered to the crystal
in the
notch filter and the behavior of crystals when driven with a lot of power
….
Bob
On Oct 2, 2016, at 12:10 PM, Adrian Rus <adrian.rus@broadhurst.ro
javascript:;> wrote:
Bob,
There is no issue about using or not using notch filters. We know (?)
all of these. It is about a damn simple topology. Yes, this topology has
its shortcomings (impedance, variation with freq and the so).
The math is close, but not exact.
I gave up here. If the topology is of no use, this is it. For me it was
funy to discover that simple topology doing a notch.
Best,
Adrian
Sent from my BlackBerry 10 smartphone on the Orange network.
Original Message
From: Bob Camp
Sent: Sunday, October 2, 2016 18:35
To: Discussion of precise time and frequency measurement
Reply To: Discussion of precise time and frequency measurement
Subject: Re: [time-nuts] notch filter for close in phase noise
measurement
Hi
Ok, the next issue with the notch filter technique is the termination of
the oscillator
it’s self. The notch may (or more likely not) provide a proper 50 ohm
load at the
carrier frequency. Even if it is correct at the carrier, it will go off
impedance as it
moves away from carrier. You either need a pad in series with the
oscillator (which
drops sensitivity) or something similar (like an isolator). The gotcha
here is that the
phase noise of the device may not be the same when it is incorrectly
terminated. The
issue is more significant in minimum stage devices or when the output
stage contributes
to the total noise of the device.
A bit of math:
A good 10 MHz oscillator will be in the -155 to -165 dbc / Hz range at
100 Hz off carrier.
If you have lost 20 db of energy due to the notch width, that is now
-175 to -185 dbc / Hz.
If the oscillator is putting out +10 dbm, that would be -165 to -175 dbm
/ Hz. The lower
number is at the KTB level without any loss in the bridge, a the
attenuator, or noise figure in the
post amplifier. The higher number is only 10 db away. If the notch has a
bit more loss, things
get even tighter. This is more than just a theoretical issue.
After that you do get into the AM + PM thing. The notch is normally
proposed for use on
floor measurements. Details are in the FCS paper by Stone back in the
1970’s. There the argument
is that the noise process must be producing equal amounts of AM and PM
noise. That makes
the conversion of “what I measured” to phase noise fairly easy. Close
in, you can indeed have
processes that produce unequal amounts of AM and PM noise. Without a way
to separate the
two, you toss a fairly large bit of doubt into the measurement.
Bob
On Oct 2, 2016, at 11:03 AM, Adrian Rus <adrian.rus@broadhurst.ro
javascript:;> wrote:
Yes. It can be used for offsets starting some 100-200Hz. Plus, the
measured noise is PN+AN. Again, the only reason I wanted to share this
topology is its outrageous simplicity. All pluses and minuses of notch
filer measurement methode, remain.
Sooner (or later) I shall share with you (after the real life
validation) an (again, very simple) interderometric methode.
Adrian
Sent from my BlackBerry 10 smartphone on the Orange network.
Original Message
From: Bob Camp
Sent: Sunday, October 2, 2016 17:54
To: Discussion of precise time and frequency measurement
Reply To: Discussion of precise time and frequency measurement
Subject: Re: [time-nuts] notch filter for close in phase noise
measurement
Hi
The notch is (say) 60 db deep at the carrier frequency. At 100 Hz off
the carrier frequency,
it still has some depth. It might be 50 db deep, it could be 10 db
deep. A lot depends on the
crystal you have. Even if it’s only 10 db deep, the phase noise you
measure at 100 Hz off
carrier will be “off” by 10 db.
Bob
On Oct 2, 2016, at 10:46 AM, Adrian Rus <adrian.rus@broadhurst.ro
javascript:;> wrote:
Hello,
The generator is a reference 10MHz oscillator and the only
calibration of the notch is to equal the oscillator freq.
The basic idea of the message is its simplicity (as compared to other
notch approaches).
Best regards,
Adrian
Sent from my BlackBerry 10 smartphone on the Orange network.
Original Message
From: Bob Camp
Sent: Sunday, October 2, 2016 17:06
To: Discussion of precise time and frequency measurement
Reply To: Discussion of precise time and frequency measurement
Subject: Re: [time-nuts] notch filter for close in phase noise
measurement
Hi
Getting close to carrier with a notch filter involves a bit of
calibration of the notch. It’s not
imposible to do, but it is a needed step. The generator you use to do
the measurement has
to be pretty clean to get adequate data at low offsets.
Bob
On Oct 2, 2016, at 3:56 AM, Adrian Rus <adrian.rus@broadhurst.ro
javascript:;> wrote:
Hello list,
For those of you interested in phase noise measurement without using
fancy/dedicated gear, here you are the way I have got. Disclaimer: as far
as I am concerned, all phase noise measurements use a technique to get rid
of carrier: quadrature mixing, interferometric [more on that, later] and
notch filters.
The simplest way use notch filters, and the simplest notch filter can
be arranged with just 3 elements:
port, the SA [spectrum analyzer] on OUT port and the resistor on REF port.
The resistor have to be determined by trial and error to equal the series
resistence of the crystal at series resonance. From some -50dB up, can hook
a potentiometer in parallel to the resistor[s] and fine tune for the
deepest notch.
It is easy to get notches as deep as -85-90dB. The filter is useful
in close in measurements not closer than 100-200Hz from carrier. Yes,
between the notch and SA you should insert a 40-60dB amplifier. The
amplifier will not degrade the flicker noise [as there is practical no
carrier - see Rubiola papers], but will set the noise floor.
The series resonance freq have to be selected from multiple crystals;
I have experienced series resonance in 10MHz crystals ranging from -300Hz
to +100Hz against 10MHz sharp, and have selected a crystal resonating at
+25Hz at room temperature. For exact fit you can either tune the oscillator
@+25Hz, or better, thermostat the crystal; thermostating the crystal will
also tune the notch to the desired freq.
My selected crystal was equilibrated by a series resistance of
14.7ohm. Please note, the series resistance of other 11 crystals I have
tested range from 14ohm to tens of ohm.
Regards,
Adrian
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That is a most interesting suggestion.
Suppose the filter crystal was pulled to the DUT frequency, and due
to the inertia of its very high Q, was able to show you the phase noise
variations of the DUT better than one might expect?
-Chuck Harris
Bob Camp wrote:
.....One thing you may be seeing is the crystal shift frequency as it is tuned to “accept” power from the source.
With milliwatts of power flying around, that would not be unusual.
Hi
If you do a power sweep on a crystal resonance, it’s a very predictable sort of thing.
Essentially you “chase” the resonance up (or down) in frequency with the sweep. At some
point, it “snaps” and drops back to the low power line. I suspect that what is being observed
is the “snap” as the crystal stops accepting power.
In some crystals, you can get a very observable effect at a few hundred microwatts. With
other designs it’s 10’s of microwaves or maybe even up around a milliwatt.
Liquid nitrogen cooled crystals anyone? :)
Bob
On Oct 2, 2016, at 4:49 PM, Chuck Harris cfharris@erols.com wrote:
That is a most interesting suggestion.
Suppose the filter crystal was pulled to the DUT frequency, and due
to the inertia of its very high Q, was able to show you the phase noise
variations of the DUT better than one might expect?
-Chuck Harris
Bob Camp wrote:
.....One thing you may be seeing is the crystal shift frequency as it is tuned to “accept” power from the source.
With milliwatts of power flying around, that would not be unusual.
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