Re: [time-nuts] 60 Hz frequency and phase measurement

2019-07-02 Thread jimlux

On 7/2/19 4:09 PM, Dana Whitlow wrote:

I've always noted that casual attempts to pick up 60 Hz with small antennas
etc see more harmonics and other trash than actual line frequency.  But if
you're in an office environment, why not plug something in?  It's quite easy
to build a simple passive diode clipper/filter that will plug into a wall
outlet and
which will provide a sort of soft (but clean) squarewave at a voltage level
convenient for lab instruments and with good protection against big spikes
and
other trash riding on the line.



Safety approvals are one obstacle (of course one could use a AC wall wart).

Actually, it's because someone asked me about a science experiment where 
you'd place them in a neighborhood outdoors.




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Re: [time-nuts] 60 Hz frequency and phase measurement

2019-07-02 Thread Jeremy Nichols
I built a 6 Volt filament transformer into a small metal box and connected
the secondary to a couple of 5-way banana jacks. In addition to the 6 Volt
output, I put a 100KΩ pot across the terminals with the wiper connected to
a third jack. That way, I can have any voltage from 0 to 6 VAC, avoiding
possible damage to sensitive front ends.

Jeremy


On Tue, Jul 2, 2019 at 8:00 PM Gerhard Hoffmann  wrote:

>
> Am 03.07.19 um 01:25 schrieb Tim Shoppa:
> > Jim, most of us are satisfied to use a 6.3VAC filament transformer to
> step down from 120VAC and isolate from the power line.
>
> Exactly. I used an old 6 or 9V AC wall wart and a resistive 1:3 divider
> last year when the European grid frequency was low because of some
> trouble in the distant south-east. That gave a really stable reading.
>
> <
>
> https://www.flickr.com/photos/137684711@N07/38870750440/in/dateposted-public/
>>
>
>
> regards, Gerhard
>
>
>
>
>
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-- 
Jeremy Nichols
Sent from my iPad 6.
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Re: [time-nuts] 60 Hz frequency and phase measurement

2019-07-02 Thread Gerhard Hoffmann


Am 03.07.19 um 01:25 schrieb Tim Shoppa:

Jim, most of us are satisfied to use a 6.3VAC filament transformer to step down 
from 120VAC and isolate from the power line.


Exactly. I used an old 6 or 9V AC wall wart and a resistive 1:3 divider 
last year when the European grid frequency was low because of some 
trouble in the distant south-east. That gave a really stable reading.


< 
https://www.flickr.com/photos/137684711@N07/38870750440/in/dateposted-public/ 
  >



regards, Gerhard





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Re: [time-nuts] TimeLab phase difference (slope sec/sec)

2019-07-02 Thread Chris Burford

Hi Bob,

I'm seeing 4.22E-12 as the slope value in the upper right of the TimeLab 
phase difference plot. Is that telling me that my DUT is within +4.22ps 
/ sec from my reference 1PPS for the 24 hour measurement duration?


I have attached a screen capture that will hopefully make its way 
through for viewing.


Thanks,

Chris

On 07/02/19 11:50:10, Bob kb8tq wrote:

Hi

The difference in seconds between the start phase and the end phase divided by 
the number
of seconds duration gives you the parts in whatever of the error.

If you see 1us ( = 1x10^-6 seconds)  of change in a second, you are off by 1 
ppm (or 1x10^-6).
If you see 1 us of change in 1,000 seconds you are off by 1 ppb (or 1x10^-9). 
At a bit over 10
days (1,000,000 seconds) your 1 us change is 1 ppt (or 1x10^-12).

Bob


On Jul 2, 2019, at 10:17 AM, Chris Burford  wrote:

Is the slope value for the phase difference shown in TimeLab an average of the 
overall data sample duration? The reason I ask is that my service manual for my 
RFS says:

/"//A faster way to make the comparison between the reference frequency and the DUT 
is to use the time interval measurement mode of the counters. In this case, the time 
intervals between the 10MHz zero crossings of the reference frequency and the DUT are 
measured and averaged. If this time interval changes by less than 10ps per second, then 
the DUT is within 1 part in //10^11 of the frequency reference."/

I'm just curious if the phase difference slope value can be plugged in to this 
equation.

Regards,

Chris


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Re: [time-nuts] 60 Hz frequency and phase measurement

2019-07-02 Thread Tim Shoppa
Jim, most of us are satisfied to use a 6.3VAC filament transformer to step down 
from 120VAC and isolate from the power line.

Tim N3QE

> On Jul 2, 2019, at 5:56 PM, jimlux  wrote:
> 
> There's some designs on the list (using a PICPET, for instance) to measure 
> the local line frequency and phase..
> 
> but the schemes we've discussed require connecting to the power line in some 
> way.
> 
> What about a non-contact sensing approach?  Something you could put in a box 
> and it would pick up the electric or magnetic field as the input?
> 
> Just how strong is the field anyway?  I've always been trying to cancel or 
> shield it or reduce it in some way, so I've never actually measured it in a 
> calibrated way.  A 10cm antenna on a 1Meg scope probe looks like about 40 mV 
> peak to peak (for the 60 Hz component) along with lots of other high 
> frequency stuff (40 kHz and a few hundred kHz in my office) from switching 
> power supplies.
> 
> I realize that in a office/industrial area you'll probably pick up all three 
> phases in some way.
> 
> What about using a small loop? or a magnetoresistive sensor (like the 
> compasses in phones)?
> 
> Has anyone tried any of these?
> 
> 
> 
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Re: [time-nuts] TimeLab phase difference (slope sec/sec)

2019-07-02 Thread Bob kb8tq
Hi

The gotcha is that if the duration gets long enough, the numbers on a GPSDO 
will get silly small. 
You very much have to decide what time duration is appropriate to your system / 
application. If you
always run your frequency counter on a 1 or 10 second gate …. you really don’t 
care about 10,000 seconds.

Bob

> On Jul 2, 2019, at 7:15 PM, Chris Burford  wrote:
> 
> Hi Bob,
> 
> I'm seeing 4.22E-12 as the slope value in the upper right of the TimeLab 
> phase difference plot. Is that telling me that my DUT is within +4.22ps / sec 
> from my reference 1PPS for the 24 hour measurement duration?
> 
> I have attached a screen capture that will hopefully make its way through for 
> viewing.
> 
> Thanks,
> 
> Chris
> 
> On 07/02/19 11:50:10, Bob kb8tq wrote:
>> Hi
>> 
>> The difference in seconds between the start phase and the end phase divided 
>> by the number
>> of seconds duration gives you the parts in whatever of the error.
>> 
>> If you see 1us ( = 1x10^-6 seconds)  of change in a second, you are off by 1 
>> ppm (or 1x10^-6).
>> If you see 1 us of change in 1,000 seconds you are off by 1 ppb (or 
>> 1x10^-9). At a bit over 10
>> days (1,000,000 seconds) your 1 us change is 1 ppt (or 1x10^-12).
>> 
>> Bob
>> 
>>> On Jul 2, 2019, at 10:17 AM, Chris Burford  wrote:
>>> 
>>> Is the slope value for the phase difference shown in TimeLab an average of 
>>> the overall data sample duration? The reason I ask is that my service 
>>> manual for my RFS says:
>>> 
>>> /"//A faster way to make the comparison between the reference frequency and 
>>> the DUT is to use the time interval measurement mode of the counters. In 
>>> this case, the time intervals between the 10MHz zero crossings of the 
>>> reference frequency and the DUT are measured and averaged. If this time 
>>> interval changes by less than 10ps per second, then the DUT is within 1 
>>> part in //10^11 of the frequency reference."/
>>> 
>>> I'm just curious if the phase difference slope value can be plugged in to 
>>> this equation.
>>> 
>>> Regards,
>>> 
>>> Chris
>>> 
>>> 
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>>> tohttp://lists.febo.com/mailman/listinfo/time-nuts_lists.febo.com
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> 


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Re: [time-nuts] 60 Hz frequency and phase measurement

2019-07-02 Thread Dana Whitlow
I've always noted that casual attempts to pick up 60 Hz with small antennas
etc see more harmonics and other trash than actual line frequency.  But if
you're in an office environment, why not plug something in?  It's quite easy
to build a simple passive diode clipper/filter that will plug into a wall
outlet and
which will provide a sort of soft (but clean) squarewave at a voltage level
convenient for lab instruments and with good protection against big spikes
and
other trash riding on the line.

If you're willing to do this and need help with a design, contact me
off-list at
k8yumdoo...@gmail.com.

Dana

On Tue, Jul 2, 2019 at 6:00 PM jimlux  wrote:

> There's some designs on the list (using a PICPET, for instance) to
> measure the local line frequency and phase..
>
> but the schemes we've discussed require connecting to the power line in
> some way.
>
> What about a non-contact sensing approach?  Something you could put in a
> box and it would pick up the electric or magnetic field as the input?
>
> Just how strong is the field anyway?  I've always been trying to cancel
> or shield it or reduce it in some way, so I've never actually measured
> it in a calibrated way.  A 10cm antenna on a 1Meg scope probe looks like
> about 40 mV peak to peak (for the 60 Hz component) along with lots of
> other high frequency stuff (40 kHz and a few hundred kHz in my office)
> from switching power supplies.
>
> I realize that in a office/industrial area you'll probably pick up all
> three phases in some way.
>
> What about using a small loop? or a magnetoresistive sensor (like the
> compasses in phones)?
>
> Has anyone tried any of these?
>
>
>
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> To unsubscribe, go to
> http://lists.febo.com/mailman/listinfo/time-nuts_lists.febo.com
> and follow the instructions there.
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[time-nuts] 60 Hz frequency and phase measurement

2019-07-02 Thread jimlux
There's some designs on the list (using a PICPET, for instance) to 
measure the local line frequency and phase..


but the schemes we've discussed require connecting to the power line in 
some way.


What about a non-contact sensing approach?  Something you could put in a 
box and it would pick up the electric or magnetic field as the input?


Just how strong is the field anyway?  I've always been trying to cancel 
or shield it or reduce it in some way, so I've never actually measured 
it in a calibrated way.  A 10cm antenna on a 1Meg scope probe looks like 
about 40 mV peak to peak (for the 60 Hz component) along with lots of 
other high frequency stuff (40 kHz and a few hundred kHz in my office) 
from switching power supplies.


I realize that in a office/industrial area you'll probably pick up all 
three phases in some way.


What about using a small loop? or a magnetoresistive sensor (like the 
compasses in phones)?


Has anyone tried any of these?



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Re: [time-nuts] TimeLab phase difference (slope sec/sec)

2019-07-02 Thread Bob kb8tq
Hi

The difference in seconds between the start phase and the end phase divided by 
the number
of seconds duration gives you the parts in whatever of the error. 

If you see 1us ( = 1x10^-6 seconds)  of change in a second, you are off by 1 
ppm (or 1x10^-6).
If you see 1 us of change in 1,000 seconds you are off by 1 ppb (or 1x10^-9). 
At a bit over 10 
days (1,000,000 seconds) your 1 us change is 1 ppt (or 1x10^-12).

Bob

> On Jul 2, 2019, at 10:17 AM, Chris Burford  wrote:
> 
> Is the slope value for the phase difference shown in TimeLab an average of 
> the overall data sample duration? The reason I ask is that my service manual 
> for my RFS says:
> 
> /"//A faster way to make the comparison between the reference frequency and 
> the DUT is to use the time interval measurement mode of the counters. In this 
> case, the time intervals between the 10MHz zero crossings of the reference 
> frequency and the DUT are measured and averaged. If this time interval 
> changes by less than 10ps per second, then the DUT is within 1 part in 
> //10^11 of the frequency reference."/
> 
> I'm just curious if the phase difference slope value can be plugged in to 
> this equation.
> 
> Regards,
> 
> Chris
> 
> 
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[time-nuts] TimeLab phase difference (slope sec/sec)

2019-07-02 Thread Chris Burford
Is the slope value for the phase difference shown in TimeLab an average 
of the overall data sample duration? The reason I ask is that my service 
manual for my RFS says:


/"//A faster way to make the comparison between the reference frequency 
and the DUT is to use the time interval measurement mode of the 
counters. In this case, the time intervals between the 10MHz zero 
crossings of the reference frequency and the DUT are measured and 
averaged. If this time interval changes by less than 10ps per second, 
then the DUT is within 1 part in //10^11 of the frequency reference."/


I'm just curious if the phase difference slope value can be plugged in 
to this equation.


Regards,

Chris


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