[time-nuts] time-nuts Frequency Divider
Ed Palmer
ed_palmer at sasktel.net
Sat Apr 4 15:30:01 UTC 2009
I was recently reviewing Brook Shera's GPSDO info and he stated that
Fairchild 74HCT4046 chips don't work, but didn't give any details. (
[1]http://www.rt66.com/~shera/setup_notes.html in item 1 of the Parts
Procurement Problems/Solutions section.)
Is this an example of the input sensitivity problem? A quick Google
search didn't turn up a Fairchild data sheet.
Ed
Ulrich Bangert wrote:
Magnus,
As a curiosity, there are various variants of the original 4046 which
has different sensitivity on the input side... one of them
has several inverters in a row to get the needed gain where as the other
variant
does not. This difference made a huge difference in some applications.
are you going to say with that it would be reasonable to test different
brands for input sensivity? I have been believing that all brands have this
inverter chain.
Best regards
Ulrich
-----Ursprungliche Nachricht-----
Von: [2]time-nuts-bounces at febo.com
[[3]mailto:time-nuts-bounces at febo.com] Im Auftrag von Magnus Danielson
Gesendet: Freitag, 3. April 2009 19:57
An: Discussion of precise time and frequency measurement
Betreff: Re: [time-nuts] time-nuts Frequency Divider
Bruce Griffiths skrev:
Ulrich
Your experience with the SR620 illustrates the point I was making
quite well. It really does matter what you do in front of
the limiter
circuit built into the counter.
A bandpass or any other filter by itself is ineffective unless the
signal is exceptionally noisy.
By using the inverter in the 74HCT4046 you have added a low gain
limiter stage the bandwidth of which is smaller than that
of the SR620
input circuit. This has the effect of increasing the slew
rate of the
input signal whilst producing an output with less jitter than the
SR620 input circuit would without this low pass filtered limiter
circuit (the inverter from the 74HCT4046). The slew rate at the
74HCT4046 inverter output is greater than that of the input signal
which means that the jitter due the counter input circuit noise is
smaller than when this low gain low bandwidth limiter isn't used.
The input circuit of the SR620 has a wide noise bandwidth (~ 470MHz
assuming a single pole response with a 300MHz 3dB high
frequency cutoff)
and a correspondingly high total input noise (~350uV rms).
If the slew rate of the SR 620 input signal at the trigger point the
jitter due to this noise dominates the trigger circuit
output jitter.
The HP5370 time interval counter input circuit has a lower noise
bandwidth (~160MHz??) and is quieter (~ 100uV rms) than the input
circuit of the SR620 and thus the HP5370 jitter (without
the 74HCT4046
limiter) for the same 10MHz signal should be less than that
of the SR620
(without the 74HCT4046 limiter).
As a curiosity, there are various variants of the original 4046 which
has different sensitivity on the input side... one of them
has several
inverters in a row to get the needed gain where as the other variant
does not. This difference made a huge difference in some applications.
If one uses a state of the art trigger circuit with a noise
bandwidth
of 1GHz or more then the total input noise will be even
larger so it
becomes even more important to use an optimised cascade of limiter+
low output pass filter stages to increase the slew rate of
the counter
input trigger circuit at the trigger threshold. Careful
optimisation
of the gain of each stage and the corresponding output
filter cutoff
frequency for each stage is necessary to minimise the
output jitter of
the counter trigger circuit. There is also an optimum
number of such
stages that minimises the trigger jitter.
The optimisation problem for Limiter stages with gaussian wideband
input noise was solved in the 1990's. Unfortunately the
optimum number
of stages, associated gains and output filter bandwidths depends on
the input signal frequency and amplitude so that in general
it isn't
possible to use the same limiter cascade for a wide range of signal
amplitudes and frequencies and minimise the jitter for each
frequency
and amplitude.
Actually, you can make a cascade setup which is approaching
optimum and insert signal at the stage where the signals
slewrate matches the range
for each stage. Since the gain steps is larger later in a slew rate
amplifier chain, the last stages may have a little coarse slew rate
range, but additional mid-range amplifiers that can act as
alternative
input amps could curcumvent that such that a wide range but
and fairly
good trigger jitter could be achieved.
The comparator level is fed to whatever stage is the first stage.
Such an approach could lead to much improved jitter values for lower
frequency signals with associated gain in measurement accuracy.
It is easy to make a pre-amplifier set that achieves this,
but you want
to integrate the control algorithms for automatic use.
Thus such circuits aren't usually employed in general purpose
frequency counters.
Certainly true. A generic counter is usually equipped with
triggers such
that they can measure slewrate without too much difficulty.
However if the input signal frequency and amplitude are known and
stable then using such a limiter filter cascade is feasible.
Indeed.
Cheers,
Magnus
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