[time-nuts] Yb clock Allan deviation

2013-08-23 Thread Frank Stellmach

Hi,

Andrew Ludlow himself was so kind to send me the Sciencexpress article, 
just a few minutes ago..


A pity that I can't post it here (2.2MB).

The Allan deviation is nearly linear, following roughly a 
3.2E-16/sqrt(tau) equation (calculated for a single clock).
At tau = 1 sec, the instability is about 2e-16 increasing to 3e-16 at 
3sec, then approaching the given equation.

1.6e-18 is attained at 25.000sec only.

The interrogation time seems to be 1-5sec, still with many interruptions 
(25% time-outs).


Further realistic improvements (more atoms, mitigation of several 
parasitic effects) may yield 1e-18 in 100sec in the future.


Frank
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Re: [time-nuts] Yb clock Allan deviation

2013-08-23 Thread Didier Juges
Frank,

You are welcome to upload the article to my web site's manuals pages:

Http://WWW.KO4BB.com/manuals

Didier KO4BB




Frank Stellmach frank.stellm...@freenet.de wrote:
Hi,

Andrew Ludlow himself was so kind to send me the Sciencexpress article,

just a few minutes ago..

A pity that I can't post it here (2.2MB).

The Allan deviation is nearly linear, following roughly a 
3.2E-16/sqrt(tau) equation (calculated for a single clock).
At tau = 1 sec, the instability is about 2e-16 increasing to 3e-16 at 
3sec, then approaching the given equation.
1.6e-18 is attained at 25.000sec only.

The interrogation time seems to be 1-5sec, still with many
interruptions 
(25% time-outs).

Further realistic improvements (more atoms, mitigation of several 
parasitic effects) may yield 1e-18 in 100sec in the future.

Frank
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-- 
Sent from my Motorola Droid Razr 4G LTE wireless tracker while I do other 
things.
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