Chao-Lin
----- Forwarded Message -----
From: "Chao-Lin Kuo" <clkuo(a)stanford.edu>
To: "John Kovac" <jmkovac(a)cfa.harvard.edu>
Cc: "bispud-pipeline-list" <bispud-pipeline-list(a)lists.fas.harvard.edu>
Sent: Friday, March 8, 2013 10:45:32 PM
Subject: Re: [Bispud-pipeline-list] Toy model for negative TQ
The toy model should obviously be replaced by the more appropriate
radiation transfer analysis in this paper. But just to set the
record straight the model now looks like the attached cartoon.
The original one had two sign errors (that cancel) and one spelling
error.
Chao-Lin
----- Original Message -----
This is the Italian paper we made reference to on the telecon today.
http://www.sat.ltu.se/members/viju/publication/cmb/mnr_11464.pdf
I remain skeptical that this effect could produce a signal that
evades
temporal jackknives, but I strongly encourage people to think about
it.
Regardless, this could be the explanation for the large-scale average
polarization signal that appears to align with the prevailing wind.
Exploring this signal in B1, B2, and Keck could certainly be
scientifically interesting (i.e. eventually publishable) on its own
merits, even if it isn't the problem we're dealing with in B2.
J
On 3/5/13 6:39 PM, Chao-Lin Kuo wrote:
Negative
TQ seems strong and convincing to me. Like I said in
the telecon I don't think it is consistent with ground screen
reflections
though. The sky signal reflected into the telescope is not visible
to
the main beam so why would there be any correlation, positive or
negative?
Ok, If the reflected signal generates T , which is then polarized
by the ground screen, that could generate a TQ. Sarah is reading
through Denis' thesis to see whether this has the right sign.
However if a big blob of cloud at low elevation
intercepts the
far side lobe, it could introduce both a T signal and a Q signal
that
would be anti-correlated. See the attached cartoon.
This can also break the positive-negative symmetry: most clouds
have
crystals align vertically. So there is no fluctuation to 'cancel'
the
negative correlation.
Looking at
http://bmode.caltech.edu/~spuder/analysis_logbook/analysis/20130304_azmaps/
section 3, we know the negative correlation isn't perfect though,
before
ground subtraction.
Chao-Lin
<TQ_from_cloud.gif>
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___________________________________________________________________
John Kovac jmkovac(a)cfa.harvard.edu
Assistant Professor, Astronomy and Physics, Harvard University
160 Concord Ave rm 310, Cambridge MA 02138, 617-496-0611
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