Re: [time-nuts] How far can I push a crystal?

2013-01-23 Thread Robert LaJeunesse
Hi Ed,

Thanks, your explanation of single PLL helps. I see it now somewhat in the 
sense 
of only have to BUILD a single PLL to make things work. I can appreciate the 
simplified effort greatly. I also now think of the PLO as an oscillator locked 
to a tuned harmonic that (probably) comes from some sort of comb generator, so 
that's not a PLL in the more conventional sense, and the resulting system 
becomes a true single PLL design. I'll look forward to hearing how it works 
out.

Bob L.


- Original Message 
 From: Ed Breya e...@telight.com
 To: time-nuts@febo.com
 Sent: Tue, January 22, 2013 11:46:35 PM
 Subject: Re: [time-nuts] How far can I push a crystal?
 
 I tried to send this message on Sunday, but for some reason it didn't go  
through, so here it is again. Please excuse any redundancy if the original 
shows  
up. I will have an update of the project soon.
 
 Hi Bob L.,
 
 Your  suggestion of the 300/953 scheme was inspiration for what hopefully 
 will 
be the  simplest solution of all - I've started building it. First, I should 
clarify  more, that the original scheme actually has three phase-locked loops 
- 
a 10.7  MHz, a 10.0594 MHz, and the final one, 1207.133 MHz. The last 
one is a  PLO brick that just multiplies any RF input by any n within reason 
to 
phase lock  the microwave output (to nth harmonic of input). I wasn't counting 
that one,  since it's more or less a fixed function, but it's a variable 
(arbitrary n) in  the numbers game. So, when I was referring to getting rid of 
one PLL, I meant  not needing to produce the intermediate 10.7 MHz, since the 
953 gives a  rational number solution directly from 1 or 10 MHz - this is 
the 
single PLL  scenario.
 
 I tested the PLO and microwave section with 15.88333 MHz =  (10 
MHz/600)*953 from a synthesizer, and it worked just fine. The PLO is tuned  
near 
1207 MHz, and uses whatever n lands it within lock range, so n=76 in this  
case. 
If you adjust the cavity, n can just as easily be 75 or 77, with different  
output frequencies, or a number of numbers that satisfy the bounds of 
operation.  
So, the trick is to produce that one correct frequency from the 10 MHz  
reference, cleanly enough to get the job done, and feed it to the PLO - the n  
value takes care of itself.
 
 The way it's partitioned now, I will have one  can containing the 15.883 
MHz VCXO (74HC86 and a 16 MHz ceramic resonator),  two LAN LPFs, a 74HC4020 
feedback divider (1/953), and a CD4046B PLL. A second  can, which is needed 
anyway for handling the various external and internal 10  and 1 MHz 
references, 
will not only route and scale, but will also include the  divider to make the 
16.6 kHz (10 MHz/600) reference for the other  box.
 
 So, the overall synthesis chain is (10 MHz/600)*953*76=1207.13  MHz. 
 Pretty  
simple.
 
 Ed
 
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Re: [time-nuts] How far can I push a crystal?

2013-01-22 Thread Ed Breya
I tried to send this message on Sunday, but for some reason it didn't go 
through, so here it is again. Please excuse any redundancy if the 
original shows up. I will have an update of the project soon.


Hi Bob L.,

Your suggestion of the 300/953 scheme was inspiration for what hopefully 
will be the simplest solution of all - I've started building it. First, 
I should clarify more, that the original scheme actually has three 
phase-locked loops - a 10.7 MHz, a 10.0594 MHz, and the final one, 
1207.133 MHz. The last one is a PLO brick that just multiplies any 
RF input by any n within reason to phase lock the microwave output (to 
nth harmonic of input). I wasn't counting that one, since it's more or 
less a fixed function, but it's a variable (arbitrary n) in the numbers 
game. So, when I was referring to getting rid of one PLL, I meant not 
needing to produce the intermediate 10.7 MHz, since the 953 gives a 
rational number solution directly from 1 or 10 MHz - this is the single 
PLL scenario.


I tested the PLO and microwave section with 15.88333 MHz = (10 
MHz/600)*953 from a synthesizer, and it worked just fine. The PLO is 
tuned near 1207 MHz, and uses whatever n lands it within lock range, so 
n=76 in this case. If you adjust the cavity, n can just as easily be 75 
or 77, with different output frequencies, or a number of numbers that 
satisfy the bounds of operation. So, the trick is to produce that one 
correct frequency from the 10 MHz reference, cleanly enough to get the 
job done, and feed it to the PLO - the n value takes care of itself.


The way it's partitioned now, I will have one can containing the 
15.883 MHz VCXO (74HC86 and a 16 MHz ceramic resonator), two LAN 
LPFs, a 74HC4020 feedback divider (1/953), and a CD4046B PLL. A second 
can, which is needed anyway for handling the various external and 
internal 10 and 1 MHz references, will not only route and scale, but 
will also include the divider to make the 16.6 kHz (10 MHz/600) 
reference for the other box.


So, the overall synthesis chain is (10 MHz/600)*953*76=1207.13 MHz. 
Pretty simple.


Ed

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Re: [time-nuts] How far can I push a crystal?

2013-01-20 Thread Robert LaJeunesse
Ed, busy weekend happening, delayed my response. Bob Camp's reply regarding the 
DFF was spot on, and your connections below are just what to do. When feeding a 
DFF with non-synchronous signals it's likely setup and hold times will be 
violated. When that happens oscillation is possible, but usually dies out 
fairly 
quickly so that setup and hold times are met for the second DFF. The second DFF 
is thus much less likely to exhibit an incorrect output condition.

I'm not sure about a single-PLL approach, thinking of multiplications of 953 
and 
38 as two steps, and thus two PLLs. If you can multiply by 36214 (to 
1207.133MHz) in a single step I'd like to know more about your approach. In 
general I feel uncomfortable with such a high multiplication factor, just 
because of the time lag through the long divider. Since I'm no PLL expert I may 
be totally wrong, so any comments made by you or others will improve my 
knowledge base.

I had forgotten your earlier email about the previous noisy attempt, sorry my 
oscillator comment was redundant. And thanks for the background on the 10.7MHz 
starting point. Regarding coming up with a set of numbers for a single PLL 
approach I find a spreadsheet and the two online calculators (decimal to 
fraction, and factoring) make for easier work. But it will be up to you to 
decide what scheme best fits your needs. Good luck with the project!

Bob L.


- Original Message 
 From: Ed Breya e...@telight.com
 To: time-nuts@febo.com
 Sent: Fri, January 18, 2013 5:13:00 PM
 Subject: Re: [time-nuts] How far can I push a crystal?
 
 Bob, please tell me more about cascading the DFFs. I was only using one half 
 of  
the '74, with the other inactive, so both are available for the task. From 
your  
description it sounds like I just run the Q from the first DFF to the D of the 
 
second, clock them together from the 1 or 10 MHz, and take the cleaned up  
difference signal from the Q of the second. So, I think what it means is that  
the same information should pass through, just delayed by one sampling clock  
cycle, and scrubbed of any edge uncertainty of an analog nature, that would  
otherwise be passed to the phase detector. Right? I would definitely do this 
if  
no additional logic packages are required.
 
 If a single-PLL type we  discussed earlier is workable, I won't even need to 
worry about the second PLL  system. It all depends on whether the phase 
detector 
frequency will be high  enough. I'll be thinking through that and trying a few 
experiments. It's simple  enough that I could even just build it and see what 
happens. If it's not right,  then I'll just go with the previous plan, with 
high 
confidence - and a two-stage  sampler.
 
 Regarding the oscillators - yes, having different signals  present in common 
packages is what got me into this trouble in the first place.  As I mentioned 
earlier, I had optimized the original design for compactness and  minimum 
package count, so I had every signal in the box going every which way,  all 
mixed up. I had used a different method for making the 10.7 MHz though -  
building it up by mixing various divided frequencies, then filtering it with  
cascaded 10.7 MHz IF filters. Most of the stuff went right around the filters  
anyway, since there was so much whizzing around in there.
 
 In case anyone  is wondering why I'm so hung up on this 10.7 MHz thing: For 
this particular  tracking generator project, I just need to synthesize one 
fixed, correct  reference frequency with the simplest, most compact scheme 
that performs well  enough. The original design evolved from using the 10.7 
MHz 
base frequency, but  it isn't actually needed per se. If anyone comes up with 
sets of numbers that  seem to work in a single-PLL scheme, and fit the 
constraints evident in this  discussion, please let me know.
 
 I have other tracking generator projects  in the works though, that will 
 cover 
most or all of the 8566B span of ~0 to 24  GHz, and need to produce various 
numeric and harmonic relationships for IFs and  frequency control - all of 
these 
can be readily integer-derived from the  fundamental 10 and 10.7 MHz 
references. 
In all cases, the ultimate reference is  the 10 MHz used or produced by the 
8566B, so everything is phase  locked.
 
 Ed
 
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Re: [time-nuts] How far can I push a crystal?

2013-01-18 Thread Bob Camp
Hi

Just to complete the thread:

You can take the inductor that resonates out C0 one more step. If you break (or 
tap) the inductor it can act as a transformer. The impedance transformation 
lets you swing the oscillator further with a specific amount of variap change 
in capacitance. 

Resonating out C0 does indeed let you swing above the anti resonant point on 
the crystal. It also eliminates the linearity issues associated with C0. 

All that said, The stability / jitter / phase noise / ADEV of a wide band VCXO 
is not going to be TimeNuts compatible.

Bob

On Jan 17, 2013, at 11:50 PM, Rick Karlquist rich...@karlquist.com wrote:

 Bernd Neubig wrote:
 
 A parallel inductor for compensation of the static capacitance C0 does not
 help much at 10 MHz, because such a coil, which resonates out a 6 pF
 capacitance has an internal winding capacitance, which is larger than 6
 pF.
 So you would need a coil which has a self-resonance of slightly above 10
 MHz.
 
 Actually, a parallel inductor helps a lot and is essential for getting
 a large pulling range.  Modern surface mount coils have a self capacitance
 of a fraction of a pF, not 6 pF, and in any event, you can always find
 an inductor that is resonant when combined with the crystal.  The
 nominal value of this inductor may be considerably less than the
 calculated value, but there is always some value of inductor that works.
 This was true even in the through hole era.
 
 Rick Karlquist N6RK
 
 
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Re: [time-nuts] How far can I push a crystal?

2013-01-18 Thread Robert LaJeunesse
Ed,

Please forgive me for commenting, but I can't seem to follow your math. I 
suspect there may be additional details you have not related, no big deal 
there. 
It doesn't help that I'm not familiar with the 8566B, and the manual I grabbed 
from Didier's site doesn't give me numbers that match up with yours, so I'll 
just present my understanding based on your supplied numbers. 

To look at what you were doing more concisely I did a quick spreadsheet, and 
came up with this:
 10  MHz 
div by 100  
 0.1  MHz 
mult by 107  
 10.7  MHz 
div by 180  
 0.059  MHz 
mult by 169.224299  
 10.059  MHz 
mult by 120  
 1207.1  MHz 
mult by 3  
 3621.4  MHz 

So I'm not sure how you get from 59.KHz to 10.059MHz by a PLL unless 
you 
have a really good fractional scheme to do the 169.224299 multiplication. (The 
fractional part .224299 ~= 64082 / 258699 so it is a bit ugly to do.) Or are 
you 
mixing the 59.KHz with 10MHz and using the sum only? I'd think that would 
be 
difficult given that the difference frequency is not that far from the desired 
output.

Being the nut that I am I looked at some other ways to get from here to 
there, 
ending up with a simpler multiply-divide scheme like this:
 10 MHz 
div by 300  
 0.0 MHz 
mult by 953  
 31.7667 MHz 
mult by 38  
 1207.13 MHz 
mult by 3  
 3621.40 MHz 
Unfortunately the intermediate 31.7MHz is not commonly available in a 
crystal or VCXO, and too far to pull a 32MHz part, so a custom crystal would be 
needed. 

respectfully,

Bob LaJeunesse

p.s. Should you find it useful I've attached the spreadsheet I used.


- Original Message 
 From: Ed Breya e...@telight.com
 To: time-nuts@febo.com
 Sent: Fri, January 18, 2013 1:34:19 AM
 Subject: Re: [time-nuts] How far can I push a crystal?
 
...
 
 For  the curious: The 10.059... MHz is made by a PLL using the 59.... 
kHz  reference, which is 10.7 MHz divided by 180. The 10.7 MHz is a from 
another 
VCXO  (which can use a standard crystal, ceramic resonator, or ceramic IF 
filter 
-  easy) that's phase locked to a 10 or 1 MHz reference, using two fixed 
dividers.  The 10.059... MHz is used as the reference for a phase locked 
microwave  brick oscillator, using n=120, to make 1207.1333... MHz, which is 
exactly  one-third of 3621.4 MHz, the low-band upconversion IF of the HP8566B 
spectrum  analyzer. The 1207.1333... MHz is harmonically mixed (m=3) with the 
first LO of  the SA to produce the tracking signal centered in the passband of 
the SA. All of  this is built into the modified carcass of an HP8443A tracking 
generator,  originally built for older SA models. Using the new stuff, plus 
parts of the  8443A, the net result is a 50 kHz to 250 MHz tracking generator, 
with power up  to +10 dBm, leveled within about 1 dB, and with 130 dB step 
attenuator range -  very nice for low RF and baseband work.
 
...
 Ed

Tracking_Generator_Scheme.xls
Description: application/excel
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Re: [time-nuts] How far can I push a crystal?

2013-01-18 Thread Bob Camp
Hi

If you are going to multiply this up to microwaves, you may have some issues
with phase noise

Bob

-Original Message-
From: time-nuts-boun...@febo.com [mailto:time-nuts-boun...@febo.com] On
Behalf Of Ed Breya
Sent: Friday, January 18, 2013 1:33 AM
To: time-nuts@febo.com
Subject: Re: [time-nuts] How far can I push a crystal?

Thanks all, for the feedback on this issue. In summary, I got these 
points out of the discussion on crystals:

1. The correct terminology is pulling the frequency.
2. Getting beyond about a few hundred ppm from the nominal frequency 
ranges from very difficult to pointless.
3. It's easier to pull down than up.

It looks like it would not be worth fooling around with crystals, so 
I'll just use the ceramic resonators. By the way, I just tonight managed 
to reach the correct geological layer of stuff out in the garage, and 
found the missing 10 MHz resonators, and a whole tray of other parts 
that were in reserve for completing this project from a couple of years ago.

For the curious: The 10.059... MHz is made by a PLL using the 
59.... kHz reference, which is 10.7 MHz divided by 180. The 10.7 MHz 
is a from another VCXO (which can use a standard crystal, ceramic 
resonator, or ceramic IF filter - easy) that's phase locked to a 10 or 1 
MHz reference, using two fixed dividers. The 10.059... MHz is used 
as the reference for a phase locked microwave brick oscillator, using 
n=120, to make 1207.1333... MHz, which is exactly one-third of 3621.4 
MHz, the low-band upconversion IF of the HP8566B spectrum analyzer. The 
1207.1333... MHz is harmonically mixed (m=3) with the first LO of the SA 
to produce the tracking signal centered in the passband of the SA. All 
of this is built into the modified carcass of an HP8443A tracking 
generator, originally built for older SA models. Using the new stuff, 
plus parts of the 8443A, the net result is a 50 kHz to 250 MHz tracking 
generator, with power up to +10 dBm, leveled within about 1 dB, and with 
130 dB step attenuator range - very nice for low RF and baseband work.

The 10.059... MHz is only one of many frequencies that could be 
multiplied by various n-values to give the same result, but it was 
chosen because it was very close to a standard frequency available in 
ceramic resonators, high enough that n didn't need to be too large, and 
it could be synthesized with a very simple PLL system.

I had all of this built and running, but I had made the fatal 
engineering mistake of putting way too much stuff in too small a space. 
Space was tight, so I squeezed the entire LF control system and 
synthesizers into one small can, and necessarily optimized for minimum 
IC package count. Then I found that there was too much crosstalk between 
virtually all the signals in the box, so there was too much phase noise 
to work at 300 Hz and less IFBW. The problems were irreversible - 
sharing IC packages for multiple signal processing was an especially bad 
move. After many hours of rearranging signal paths, adding shielding and 
grounds, and changing topologies, I concluded that I had to rebuild it 
the right way. So here I am. The two main frequencies will be generated 
in separate boxes, and no ICs will contain multiple signals that aren't 
being processed together.

This time I'll get it right, and finally wrap it up.

Ed


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Re: [time-nuts] How far can I push a crystal?

2013-01-18 Thread Ed Breya
Yes Robert, the 59. kHz is effectively added to the 10. MHz, but 
not by direct mixing. The 1 or 10 MHz reference drives a D-flop flop, 
which samples the 10.059444 MHz, leaving the difference frequency 
59. kHz, the feedback signal in the second PLL. The direct way to do 
it would be with very accurate, full I-Q mixing to get only one 
sideband, but that gets very complicated. The current scheme is simpler, 
and works quite well. The main pieces are decade dividers (74HC390), 
dividers for 107 and 180 (74HC393 or 74HC4040 each), a D-FF (74HC74), a 
CD4046B for each PLL, and gates for the oscillators (74HC04 or 74HC86). 
Using an '86 allows for getting push-pull output with equal prop delays, 
in case I need to run it through some differential LAN LPF modules that 
I have on hand.


It took some effort to come up with workable numbers that all fit within 
the constraints, but I'm sure there are many other undiscovered sets 
that would do it. I like your single-PLL 300/953 idea - it may be doable 
within 74HC speeds, and I think ceramic resonators are available at 32.0 
MHz. The PLO would like the much higher reference frequency - I think 
any n from 8 to 150 or so will work.


Scaling that by two to 600/953 , making 15.88333 MHz, with a 16 MHz 
resonator (I have some), fc=16. kHz, and n=76 should work too. It 
would be OK with 74HC for sure, and it would just fit through the LPFs, 
which cut off at 17 MHz. The comparison frequency fc is getting kind of 
low, but may be OK, depending on how much near-in phase noise I have to 
contend with. That was one of the reasons I opted for the two-stage 
approach - to avoid having a very small fc, or dealing with fractional-n 
ripple.


I will investigate these possibilities and put together some 
experiments. I can directly drive the microwave section from an external 
synthesizer to try various reference frequencies.


Ed



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Re: [time-nuts] How far can I push a crystal?

2013-01-18 Thread Robert LaJeunesse
Ed,

A DUH! (i.e. why didn't I see it) moment. I'm too used to thinking with an 
analog RF hat when I follow Time Nuts. The DFF mix-down makes perfect sense, 
and 
clarifies to me some key points of your design. I would hope that for the 
down-mixer you are using two DFFs cascaded with the same clock to both. This 
guarantees that any metastability in the first will likely settle out before 
the 
second one gets clocked on the next cycle. Otherwise there may be some 
undesirable noise injected into / through the 4046 phase comparator. 

Since you intend to use gates for oscillators be extra careful about using only 
one oscillator per chip, with the chip supply well isolated and bypassed 
tightly. Since logic parts are not designed for time nut supply noise 
immunity 
they can talk to each other quite well via their power and ground pins. Adding 
a 
small (33 Ohm or so) series resistor at any output driving a longer trace also 
helps reduce noisy fast edges and supply noise spikes.

Good luck with the project.

Bob L.


- Original Message 
 From: Ed Breya e...@telight.com
 To: time-nuts@febo.com
 Sent: Fri, January 18, 2013 1:39:00 PM
 Subject: Re: [time-nuts] How far can I push a crystal?
 
 Yes Robert, the 59. kHz is effectively added to the 10. MHz, but not 
 by  
direct mixing. The 1 or 10 MHz reference drives a D-flop flop, which samples 
the  
10.059444 MHz, leaving the difference frequency 59. kHz, the feedback 
signal  
in the second PLL. The direct way to do it would be with very accurate, full 
I-Q  
mixing to get only one sideband, but that gets very complicated. The current  
scheme is simpler, and works quite well. The main pieces are decade dividers  
(74HC390), dividers for 107 and 180 (74HC393 or 74HC4040 each), a D-FF 
(74HC74),  
a CD4046B for each PLL, and gates for the oscillators (74HC04 or 74HC86). 
Using  
an '86 allows for getting push-pull output with equal prop delays, in case I  
need to run it through some differential LAN LPF modules that I have on  hand.
 
 It took some effort to come up with workable numbers that all fit  within the 
constraints, but I'm sure there are many other undiscovered sets that  would 
do 
it. I like your single-PLL 300/953 idea - it may be doable within 74HC  
speeds, 
and I think ceramic resonators are available at 32.0 MHz. The PLO would  like 
the much higher reference frequency - I think any n from 8 to 150 or so  will 
work.
 
 Scaling that by two to 600/953 , making 15.88333 MHz, with a  16 MHz 
 resonator 
(I have some), fc=16. kHz, and n=76 should work too. It  would be OK with 
74HC for sure, and it would just fit through the LPFs, which  cut off at 17 
MHz. 
The comparison frequency fc is getting kind of low, but may  be OK, depending 
on 
how much near-in phase noise I have to contend with. That  was one of the 
reasons I opted for the two-stage approach - to avoid having a  very small fc, 
or dealing with fractional-n ripple.
 
 I will investigate  these possibilities and put together some experiments. I 
can directly drive the  microwave section from an external synthesizer to try 
various reference  frequencies.
 
 Ed
 
 
 
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Re: [time-nuts] How far can I push a crystal?

2013-01-18 Thread shalimr9
10.059 used to be a standard frequency for some 8051 microcontrollers. Should 
not be too hard to find.

Didier


Sent from my Droid Razr 4G LTE wireless tracker.



-Original Message-
From: Ed Breya e...@telight.com
To: time-nuts@febo.com
Sent: Thu, 17 Jan 2013 7:11 PM
Subject: Re: [time-nuts] How far can I push a crystal?

Bob, are you saying they have 10.059 MHz crystals? I've never seen 
one anywhere, or anything even close.

Ed


 
Hi Mouser shows 16 items tighter than +/- 20 ppm accuracy. Six of them 
are in stock and less than $1 in single piece quantities. The cheapest 
is 39 cents. Bob

 

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Re: [time-nuts] How far can I push a crystal?

2013-01-18 Thread Don Latham
About $4 on epay will get you a DDS knurdle with crystal reference
that'll deliver...
Rick Karlquist
 Ed Breya wrote:
 Maybe I should clarify what I meant by pushing the crystal frequency.
 I
 meant only using various topologies and electronic components in the
 associated circuitry, that would detune it from its natural resonance
 far enough to reach the new frequency, and still have it be sort of a
 narrow-bandwidth crystal oscillator - not doing any mechanical changes
 to the crystal element itself.

 Since the ceramic resonators seem to work well, and can be pushed (or
 pulled?) fairly far away by proper selection of the associated
 component
 values, I was wondering how far quartz crystals can reasonably go. I

 Since you asked:

 You can get something like a range of 0.1% by resonating out the
 holder capacitance with a shunt inductor.  You then put this
 assembly in series with an inductor and varactor.  If you want to
 get into the lunatic fringe, you use a high Q inductor wound on
 Fair-Rite 61 or 67.  Now you can seriously pull the crystal below
 its resonant frequency.  How far you can go depends on the Q of
 the inductor.  I am not sure if you can also pull it above,
 but even if you could, there are spurious resonances up there that
 could get you.  The lunatic fringe might get you .2 or .3%, still
 not .6%.  You'll definitely take a hit in temperature stability
 and phase noise with high pulling.  If you don't have experience
 with VCXO's, you will find the circuit design quite challenging.

 It wasn't clear if you needed a 10.05944 MHz VCXO, or just a
 source at that frequency.  There a lots of one chip synthesizers
 that could generate that frequency as I'm sure you know.

 Rick Karlquist N6RK


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-- 
Neither the voice of authority nor the weight of reason and argument
are as significant as experiment, for thence comes quiet to the mind.
De Erroribus Medicorum, R. Bacon, 13th century.
If you don't know what it is, don't poke it.
Ghost in the Shell


Dr. Don Latham AJ7LL
Six Mile Systems LLP
17850 Six Mile Road
POB 134
Huson, MT, 59846
VOX 406-626-4304
www.lightningforensics.com
www.sixmilesystems.com



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Re: [time-nuts] How far can I push a crystal?

2013-01-18 Thread Ed Breya
Bob, please tell me more about cascading the DFFs. I was only using one 
half of the '74, with the other inactive, so both are available for the 
task. From your description it sounds like I just run the Q from the 
first DFF to the D of the second, clock them together from the 1 or 10 
MHz, and take the cleaned up difference signal from the Q of the second. 
So, I think what it means is that the same information should pass 
through, just delayed by one sampling clock cycle, and scrubbed of any 
edge uncertainty of an analog nature, that would otherwise be passed to 
the phase detector. Right? I would definitely do this if no additional 
logic packages are required.


If a single-PLL type we discussed earlier is workable, I won't even need 
to worry about the second PLL system. It all depends on whether the 
phase detector frequency will be high enough. I'll be thinking through 
that and trying a few experiments. It's simple enough that I could even 
just build it and see what happens. If it's not right, then I'll just go 
with the previous plan, with high confidence - and a two-stage sampler.


Regarding the oscillators - yes, having different signals present in 
common packages is what got me into this trouble in the first place. As 
I mentioned earlier, I had optimized the original design for compactness 
and minimum package count, so I had every signal in the box going every 
which way, all mixed up. I had used a different method for making the 
10.7 MHz though - building it up by mixing various divided frequencies, 
then filtering it with cascaded 10.7 MHz IF filters. Most of the stuff 
went right around the filters anyway, since there was so much whizzing 
around in there.


In case anyone is wondering why I'm so hung up on this 10.7 MHz thing: 
For this particular tracking generator project, I just need to 
synthesize one fixed, correct reference frequency with the simplest, 
most compact scheme that performs well enough. The original design 
evolved from using the 10.7 MHz base frequency, but it isn't actually 
needed per se. If anyone comes up with sets of numbers that seem to work 
in a single-PLL scheme, and fit the constraints evident in this 
discussion, please let me know.


I have other tracking generator projects in the works though, that will 
cover most or all of the 8566B span of ~0 to 24 GHz, and need to produce 
various numeric and harmonic relationships for IFs and frequency control 
- all of these can be readily integer-derived from the fundamental 10 
and 10.7 MHz references. In all cases, the ultimate reference is the 10 
MHz used or produced by the 8566B, so everything is phase locked.


Ed

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Re: [time-nuts] How far can I push a crystal?

2013-01-18 Thread Javier Herrero

On 18.01.2013 22:41, shali...@gmail.com wrote:

10.059 used to be a standard frequency for some 8051 microcontrollers. Should 
not be too hard to find.


No, it was 11.0592

Regards,

Javier


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Re: [time-nuts] How far can I push a crystal?

2013-01-18 Thread Bob Camp
HI

Different Bob, but here's the flip flop answer


On Jan 18, 2013, at 5:11 PM, Ed Breya e...@telight.com wrote:

 Bob, please tell me more about cascading the DFFs. I was only using one half 
 of the '74, with the other inactive, so both are available for the task. From 
 your description it sounds like I just run the Q from the first DFF to the D 
 of the second, clock them together from the 1 or 10 MHz, and take the cleaned 
 up difference signal from the Q of the second. So, I think what it means is 
 that the same information should pass through, just delayed by one sampling 
 clock cycle, and scrubbed of any edge uncertainty of an analog nature, that 
 would otherwise be passed to the phase detector. Right? I would definitely do 
 this if no additional logic packages are required.
 

The gotcha with any flip flop is that it can get confused if you hit it just 
wrong. Exactly what constitutes wrong varies a bit depending on what kind of 
flip flop it is. In the case of a D flip flop with an edge sensitive clock, 
wrong is the data and clock changing at just about the same time. There is a 
possibility that the flip flop goes into oscillation rather than latching to 
either a 1 or a 0 state. If there's enough gain, it can keep on going until the 
next clock edge comes along. Obviously, this isn't what you want it to do. By 
cascading flip flops, you have much less chance of things hitting the final 
flip flop and creating an oscillator. 

Bob


 If a single-PLL type we discussed earlier is workable, I won't even need to 
 worry about the second PLL system. It all depends on whether the phase 
 detector frequency will be high enough. I'll be thinking through that and 
 trying a few experiments. It's simple enough that I could even just build it 
 and see what happens. If it's not right, then I'll just go with the previous 
 plan, with high confidence - and a two-stage sampler.
 
 Regarding the oscillators - yes, having different signals present in common 
 packages is what got me into this trouble in the first place. As I mentioned 
 earlier, I had optimized the original design for compactness and minimum 
 package count, so I had every signal in the box going every which way, all 
 mixed up. I had used a different method for making the 10.7 MHz though - 
 building it up by mixing various divided frequencies, then filtering it with 
 cascaded 10.7 MHz IF filters. Most of the stuff went right around the filters 
 anyway, since there was so much whizzing around in there.
 
 In case anyone is wondering why I'm so hung up on this 10.7 MHz thing: For 
 this particular tracking generator project, I just need to synthesize one 
 fixed, correct reference frequency with the simplest, most compact scheme 
 that performs well enough. The original design evolved from using the 10.7 
 MHz base frequency, but it isn't actually needed per se. If anyone comes up 
 with sets of numbers that seem to work in a single-PLL scheme, and fit the 
 constraints evident in this discussion, please let me know.
 
 I have other tracking generator projects in the works though, that will cover 
 most or all of the 8566B span of ~0 to 24 GHz, and need to produce various 
 numeric and harmonic relationships for IFs and frequency control - all of 
 these can be readily integer-derived from the fundamental 10 and 10.7 MHz 
 references. In all cases, the ultimate reference is the 10 MHz used or 
 produced by the 8566B, so everything is phase locked.
 
 Ed
 
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[time-nuts] How far can I push a crystal?

2013-01-17 Thread Ed Breya
I've got to make a very clean 10.0594... MHz VCXO for a redo of one 
of my old circuits. I previously used a 10 MHz ceramic resonator, which 
was easy enough to push around in frequency. Of course, I have a couple 
dozen of those somewhere, but can't find them now that I need them 
again. I figured I'd just pull the ones out of the old circuit, but 
since I did find a whole bunch of 10 MHz quartz crystals, I'd like to 
revisit whether I can push one of those that far with decent results. As 
I recall, the results of my previous experiments in doing this were less 
than satisfactory, which is why I went with the ceramics.


This would be a change of 60 kHz out of 10 MHz, or 0.6 percent - a 
helluva lot for a crystal. The frequency will be exactly phase locked to 
a reference. It doesn't need to have extremely high in-circuit Q or 
long-term stability - just tunable to that magic number - the PLL will 
do the rest. A conventional varicap circuit will provide the VCO-ness, 
while the tuning range just needs to be enough to accommodate drift and 
the initial setting. The power gain element will be a 74HC04 or 74HC86 
section. The PLL reference will be 59.4...  kHz - way above the 
necessary loop BW.


Has anyone successfully pushed a quartz crystal that far off, with 
reliable (still sort of a sharp resonance) operation and no spurious 
modes? Any ideas? If this isn't practical, I'll just go back to the 
ceramic resonator (which worked just fine), but I'd like to settle it 
once and for all.


Ed

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Re: [time-nuts] How far can I push a crystal?

2013-01-17 Thread Rick Karlquist
Ed Breya wrote:
 I've got to make a very clean 10.0594... MHz VCXO for a redo of one
 of my old circuits. I previously used a 10 MHz ceramic resonator, which

Forget about it.  This is well beyond even the lunatic fringe of pulling.

Rick


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Re: [time-nuts] How far can I push a crystal?

2013-01-17 Thread Tom Miller

You'll never pull a crystal that far without grinding :).

Regards,
Tom

- Original Message - 
From: Ed Breya e...@telight.com

To: time-nuts@febo.com
Sent: Thursday, January 17, 2013 6:38 PM
Subject: [time-nuts] How far can I push a crystal?


I've got to make a very clean 10.0594... MHz VCXO for a redo of one
of my old circuits. I previously used a 10 MHz ceramic resonator, which
was easy enough to push around in frequency. Of course, I have a couple
dozen of those somewhere, but can't find them now that I need them
again. I figured I'd just pull the ones out of the old circuit, but
since I did find a whole bunch of 10 MHz quartz crystals, I'd like to
revisit whether I can push one of those that far with decent results. As
I recall, the results of my previous experiments in doing this were less
than satisfactory, which is why I went with the ceramics.

This would be a change of 60 kHz out of 10 MHz, or 0.6 percent - a
helluva lot for a crystal. The frequency will be exactly phase locked to
a reference. It doesn't need to have extremely high in-circuit Q or
long-term stability - just tunable to that magic number - the PLL will
do the rest. A conventional varicap circuit will provide the VCO-ness,
while the tuning range just needs to be enough to accommodate drift and
the initial setting. The power gain element will be a 74HC04 or 74HC86
section. The PLL reference will be 59.4...  kHz - way above the
necessary loop BW.

Has anyone successfully pushed a quartz crystal that far off, with
reliable (still sort of a sharp resonance) operation and no spurious
modes? Any ideas? If this isn't practical, I'll just go back to the
ceramic resonator (which worked just fine), but I'd like to settle it
once and for all.

Ed

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Re: [time-nuts] How far can I push a crystal?

2013-01-17 Thread Hal Murray
 Forget about it.  This is well beyond even the lunatic fringe of pulling.

So how far can I pull a crystal?

Does it depend upon the cut or anything that turns into price?


-- 
These are my opinions.  I hate spam.




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Re: [time-nuts] How far can I push a crystal?

2013-01-17 Thread Volker Esper


My friend Karl-Heinz DJ7NN has dragged/jerked/teared/wrenched crystals 
even more (what is the most nasty description of pulling a quartz 
crystal?) - if need be, he opens it and strikes a brush over it to 
carefully grind some material, what makes it oscillating a little 
faster. If you've ground too much, make a stroke with a pencil on it and 
it will oscillate slower. But the aging...


Ok, the drawback is, you won't get a very clean signal...

In my humble opinion, as Ed told before: forget about it.

Volker




Am 18.01.2013 00:59, schrieb Rick Karlquist:

Ed Breya wrote:

I've got to make a very clean 10.0594... MHz VCXO for a redo of one
of my old circuits. I previously used a 10 MHz ceramic resonator, which


Forget about it.  This is well beyond even the lunatic fringe of pulling.

Rick


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Re: [time-nuts] How far can I push a crystal?

2013-01-17 Thread Volker Esper


If you need a very clean signal - what would mean, stable (and 
accurate) you'll have to purchase one. There are manufacturers that do 
the job for, say, 30 Dollars? if it is a normal cut. If you like to get 
a crystal for a specific temperature to build your own oven (to achieve 
a very stable frequency) you can use an SC-cut - what is propably much 
more expensive.


Volker



Am 18.01.2013 01:16, schrieb Hal Murray:

Forget about it.  This is well beyond even the lunatic fringe of pulling.


So how far can I pull a crystal?

Does it depend upon the cut or anything that turns into price?






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Re: [time-nuts] How far can I push a crystal?

2013-01-17 Thread Bob Camp
Hi

You can always use a crystal as a capacitor in just about any oscillator 
circuit. The question becomes at what point does it stop doing anything other 
than behave like a capacitor. 

The accurate way to figure this out is to know the motional capacitance of the 
crystal. From that and the C0 you can do some modeling and see what you get. 

More simple answer - anything past about 0.1% is a bit silly even with an easy 
to pull crystal. If you have very modest goals, 0.3 or 0.4% is possible. If 
your goals are modest, a VCO might also do just as well.

Bob

On Jan 17, 2013, at 7:16 PM, Hal Murray hmur...@megapathdsl.net wrote:

 Forget about it.  This is well beyond even the lunatic fringe of pulling.
 
 So how far can I pull a crystal?
 
 Does it depend upon the cut or anything that turns into price?
 
 
 -- 
 These are my opinions.  I hate spam.
 
 
 
 
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Re: [time-nuts] How far can I push a crystal?

2013-01-17 Thread Volker Esper


Here an example manufactorer in my country:
http://www.quarztechnik.com/eng/hochfrequentequarze.html

or
http://www.icmfg.com/


Am 18.01.2013 01:31, schrieb Volker Esper:


If you need a very clean signal - what would mean, stable (and
accurate) you'll have to purchase one. There are manufacturers that do
the job for, say, 30 Dollars? if it is a normal cut. If you like to get
a crystal for a specific temperature to build your own oven (to achieve
a very stable frequency) you can use an SC-cut - what is propably much
more expensive.

Volker



Am 18.01.2013 01:16, schrieb Hal Murray:

Forget about it. This is well beyond even the lunatic fringe of pulling.


So how far can I pull a crystal?

Does it depend upon the cut or anything that turns into price?






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Re: [time-nuts] How far can I push a crystal?

2013-01-17 Thread WB6BNQ
Hi Ed,

I seriously doubt you will be able to pull the 10 MHz crystal tht far off.
International Crystal Manufacturering (ICM)

http://www.icmfg.com/

still makes crystals for a reasonable amount (about $25) cut to order.  That may
be far easier than all the time you would spend bending and pushing things 
around
trying stretch components.

BillWB6BNQ


Ed Breya wrote:

 I've got to make a very clean 10.0594... MHz VCXO for a redo of one
 of my old circuits. I previously used a 10 MHz ceramic resonator, which
 was easy enough to push around in frequency. Of course, I have a couple
 dozen of those somewhere, but can't find them now that I need them
 again. I figured I'd just pull the ones out of the old circuit, but
 since I did find a whole bunch of 10 MHz quartz crystals, I'd like to
 revisit whether I can push one of those that far with decent results. As
 I recall, the results of my previous experiments in doing this were less
 than satisfactory, which is why I went with the ceramics.

 This would be a change of 60 kHz out of 10 MHz, or 0.6 percent - a
 helluva lot for a crystal. The frequency will be exactly phase locked to
 a reference. It doesn't need to have extremely high in-circuit Q or
 long-term stability - just tunable to that magic number - the PLL will
 do the rest. A conventional varicap circuit will provide the VCO-ness,
 while the tuning range just needs to be enough to accommodate drift and
 the initial setting. The power gain element will be a 74HC04 or 74HC86
 section. The PLL reference will be 59.4...  kHz - way above the
 necessary loop BW.

 Has anyone successfully pushed a quartz crystal that far off, with
 reliable (still sort of a sharp resonance) operation and no spurious
 modes? Any ideas? If this isn't practical, I'll just go back to the
 ceramic resonator (which worked just fine), but I'd like to settle it
 once and for all.

 Ed

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Re: [time-nuts] How far can I push a crystal?

2013-01-17 Thread Bob Camp
Hi

Mouser shows 16 items tighter than +/- 20 ppm accuracy. Six of them are in 
stock and less than $1 in single piece quantities. The cheapest is 39 cents. 

Bob

On Jan 17, 2013, at 7:38 PM, WB6BNQ wb6...@cox.net wrote:

 Hi Ed,
 
 I seriously doubt you will be able to pull the 10 MHz crystal tht far off.
 International Crystal Manufacturering (ICM)
 
 http://www.icmfg.com/
 
 still makes crystals for a reasonable amount (about $25) cut to order.  That 
 may
 be far easier than all the time you would spend bending and pushing things 
 around
 trying stretch components.
 
 BillWB6BNQ
 
 
 Ed Breya wrote:
 
 I've got to make a very clean 10.0594... MHz VCXO for a redo of one
 of my old circuits. I previously used a 10 MHz ceramic resonator, which
 was easy enough to push around in frequency. Of course, I have a couple
 dozen of those somewhere, but can't find them now that I need them
 again. I figured I'd just pull the ones out of the old circuit, but
 since I did find a whole bunch of 10 MHz quartz crystals, I'd like to
 revisit whether I can push one of those that far with decent results. As
 I recall, the results of my previous experiments in doing this were less
 than satisfactory, which is why I went with the ceramics.
 
 This would be a change of 60 kHz out of 10 MHz, or 0.6 percent - a
 helluva lot for a crystal. The frequency will be exactly phase locked to
 a reference. It doesn't need to have extremely high in-circuit Q or
 long-term stability - just tunable to that magic number - the PLL will
 do the rest. A conventional varicap circuit will provide the VCO-ness,
 while the tuning range just needs to be enough to accommodate drift and
 the initial setting. The power gain element will be a 74HC04 or 74HC86
 section. The PLL reference will be 59.4...  kHz - way above the
 necessary loop BW.
 
 Has anyone successfully pushed a quartz crystal that far off, with
 reliable (still sort of a sharp resonance) operation and no spurious
 modes? Any ideas? If this isn't practical, I'll just go back to the
 ceramic resonator (which worked just fine), but I'd like to settle it
 once and for all.
 
 Ed
 
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Re: [time-nuts] How far can I push a crystal?

2013-01-17 Thread Ed Breya
Bob, are you saying they have 10.059 MHz crystals? I've never seen 
one anywhere, or anything even close.


Ed



Hi Mouser shows 16 items tighter than +/- 20 ppm accuracy. Six of them 
are in stock and less than $1 in single piece quantities. The cheapest 
is 39 cents. Bob




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Re: [time-nuts] How far can I push a crystal?

2013-01-17 Thread Bob Camp
HI

Sorry, I mis-read the original post.

Bob

On Jan 17, 2013, at 8:09 PM, Ed Breya e...@telight.com wrote:

 Bob, are you saying they have 10.059 MHz crystals? I've never seen one 
 anywhere, or anything even close.
 
 Ed
 
 
 
 Hi Mouser shows 16 items tighter than +/- 20 ppm accuracy. Six of them are in 
 stock and less than $1 in single piece quantities. The cheapest is 39 cents. 
 Bob
 
 
 
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Re: [time-nuts] How far can I push a crystal?

2013-01-17 Thread Ed Breya
Maybe I should clarify what I meant by pushing the crystal frequency. I 
meant only using various topologies and electronic components in the 
associated circuitry, that would detune it from its natural resonance 
far enough to reach the new frequency, and still have it be sort of a 
narrow-bandwidth crystal oscillator - not doing any mechanical changes 
to the crystal element itself.


Since the ceramic resonators seem to work well, and can be pushed (or 
pulled?) fairly far away by proper selection of the associated component 
values, I was wondering how far quartz crystals can reasonably go. I 
encounter this situation often - needing an oddball frequency, but 
preferring to use common or standard parts. The nominal choices in 
ceramic are quite limited, while in crystals, there are many more - but 
few ever seem to land at or near enough to a frequency I need.


The only thing I have thought of so far is to maybe add some series R to 
drop the crystal Q, so broadening the resonance, and just dragging it up 
by extra series C, but at some point there's no point to even having the 
crystal there at all. I'm just trying to figure out what's possible and 
reasonable.


I know that I can get any custom frequency by spending enough money, but 
that takes the challenge and fun out it sometimes.


Ed

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Re: [time-nuts] How far can I push a crystal?

2013-01-17 Thread Dan Rae
Having just adjusted a crystal oscillator at 10.715 MHz, I would hazard 
a guess that the most one can easily pull a crystal of nominal frequency 
around 10 MHz would be of the order of +/-1 kHz. Certainly not 60 kHz.


dr



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Re: [time-nuts] How far can I push a crystal?

2013-01-17 Thread Rick Karlquist
Ed Breya wrote:
 Maybe I should clarify what I meant by pushing the crystal frequency. I
 meant only using various topologies and electronic components in the
 associated circuitry, that would detune it from its natural resonance
 far enough to reach the new frequency, and still have it be sort of a
 narrow-bandwidth crystal oscillator - not doing any mechanical changes
 to the crystal element itself.

 Since the ceramic resonators seem to work well, and can be pushed (or
 pulled?) fairly far away by proper selection of the associated component
 values, I was wondering how far quartz crystals can reasonably go. I

Since you asked:

You can get something like a range of 0.1% by resonating out the
holder capacitance with a shunt inductor.  You then put this
assembly in series with an inductor and varactor.  If you want to
get into the lunatic fringe, you use a high Q inductor wound on
Fair-Rite 61 or 67.  Now you can seriously pull the crystal below
its resonant frequency.  How far you can go depends on the Q of
the inductor.  I am not sure if you can also pull it above,
but even if you could, there are spurious resonances up there that
could get you.  The lunatic fringe might get you .2 or .3%, still
not .6%.  You'll definitely take a hit in temperature stability
and phase noise with high pulling.  If you don't have experience
with VCXO's, you will find the circuit design quite challenging.

It wasn't clear if you needed a 10.05944 MHz VCXO, or just a
source at that frequency.  There a lots of one chip synthesizers
that could generate that frequency as I'm sure you know.

Rick Karlquist N6RK


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Re: [time-nuts] How far can I push a crystal?

2013-01-17 Thread Rick Karlquist
Bernd Neubig wrote:

 A parallel inductor for compensation of the static capacitance C0 does not
 help much at 10 MHz, because such a coil, which resonates out a 6 pF
 capacitance has an internal winding capacitance, which is larger than 6
 pF.
 So you would need a coil which has a self-resonance of slightly above 10
 MHz.

Actually, a parallel inductor helps a lot and is essential for getting
a large pulling range.  Modern surface mount coils have a self capacitance
of a fraction of a pF, not 6 pF, and in any event, you can always find
an inductor that is resonant when combined with the crystal.  The
nominal value of this inductor may be considerably less than the
calculated value, but there is always some value of inductor that works.
This was true even in the through hole era.

Rick Karlquist N6RK


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Re: [time-nuts] How far can I push a crystal?

2013-01-17 Thread Ed Breya
Thanks all, for the feedback on this issue. In summary, I got these 
points out of the discussion on crystals:


1. The correct terminology is pulling the frequency.
2. Getting beyond about a few hundred ppm from the nominal frequency 
ranges from very difficult to pointless.

3. It's easier to pull down than up.

It looks like it would not be worth fooling around with crystals, so 
I'll just use the ceramic resonators. By the way, I just tonight managed 
to reach the correct geological layer of stuff out in the garage, and 
found the missing 10 MHz resonators, and a whole tray of other parts 
that were in reserve for completing this project from a couple of years ago.


For the curious: The 10.059... MHz is made by a PLL using the 
59.... kHz reference, which is 10.7 MHz divided by 180. The 10.7 MHz 
is a from another VCXO (which can use a standard crystal, ceramic 
resonator, or ceramic IF filter - easy) that's phase locked to a 10 or 1 
MHz reference, using two fixed dividers. The 10.059... MHz is used 
as the reference for a phase locked microwave brick oscillator, using 
n=120, to make 1207.1333... MHz, which is exactly one-third of 3621.4 
MHz, the low-band upconversion IF of the HP8566B spectrum analyzer. The 
1207.1333... MHz is harmonically mixed (m=3) with the first LO of the SA 
to produce the tracking signal centered in the passband of the SA. All 
of this is built into the modified carcass of an HP8443A tracking 
generator, originally built for older SA models. Using the new stuff, 
plus parts of the 8443A, the net result is a 50 kHz to 250 MHz tracking 
generator, with power up to +10 dBm, leveled within about 1 dB, and with 
130 dB step attenuator range - very nice for low RF and baseband work.


The 10.059... MHz is only one of many frequencies that could be 
multiplied by various n-values to give the same result, but it was 
chosen because it was very close to a standard frequency available in 
ceramic resonators, high enough that n didn't need to be too large, and 
it could be synthesized with a very simple PLL system.


I had all of this built and running, but I had made the fatal 
engineering mistake of putting way too much stuff in too small a space. 
Space was tight, so I squeezed the entire LF control system and 
synthesizers into one small can, and necessarily optimized for minimum 
IC package count. Then I found that there was too much crosstalk between 
virtually all the signals in the box, so there was too much phase noise 
to work at 300 Hz and less IFBW. The problems were irreversible - 
sharing IC packages for multiple signal processing was an especially bad 
move. After many hours of rearranging signal paths, adding shielding and 
grounds, and changing topologies, I concluded that I had to rebuild it 
the right way. So here I am. The two main frequencies will be generated 
in separate boxes, and no ICs will contain multiple signals that aren't 
being processed together.


This time I'll get it right, and finally wrap it up.

Ed


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