[evlatests] Non-closing wobbles still exist!
Rick Perley
rperley at nrao.edu
Thu Dec 27 19:44:52 EST 2012
I took an hour's data last week on 3C84 , and some nearby calibrator
sources, in order to establish whether our 'PDif Compression' problem
affects the visibility amplitudes. What has happened since then
illustrates perfectly my rule 'When we look for something, we find
something else'. Note in what follows that we are in A configuration --
the baselines are long, and the fringe rates fast!
To make this test as clean as possible, I utilized Ku-band, in 8-bit
1 GHz mode, with the A/C IFs at 14.5 GHz, and the BD IFs at 17.5 GHz.
There is no visible RFI in either band. I used the standard setup -- 8
subbands in each IF pair, each of 128 MHz width, with 2 MHz channel
resolution.
The data in IFs A, B, and C are as perfect as any I have ever seen.
An image of 3C84, made in a single subband, gives over 500,000:1 dynamic
range -- and this with only 18 minutes of data!
But subband 'D' (LCP at 17 -- 18 GHz) is something quite different.
Here I find, only many baselines, a strong, perfectly sinusoidal signal,
covering multiple subbands, but particularly strong in the first two.
The basic characteristics of this 'wobble' are:
1) In LCP only, on a single (analog) IF 'D'. The effect is much
stronger on the lower two subbands within this IF, but is visible on all
eight. The largest wobbles are seen in the 20 channels at the bottom
end of the first subband (following the bandpass correction). This is
true on *all* baselines which show the effect, which I claim is strong
evidence that the interfering signal is being introduced *downstream* of
the anti-aliasing filter located in the 1-2 GHz path of the T304.
2) It is equally visible in both amplitude and phase, with the same
period and SNR. Visualized in the complex plane, the visibility vector
terminates on a circle, centered on the correct amplitude and phase.
3) The amplitude of the wobble is typically 1 -- 2 % -- but on some
baselines, it is as high as 6%. On phase plots, the wobble is up to +/-
5 degrees.
4) The wobble period can be amazingly long (given that we're in A
configuration, in Ku band) -- up to 2 minutes! About ten baselines have
periodicity of longer than 30 seconds. Many longer baselines have
periods of 5 seconds or less. It is possible that all baselines have
the effect, but that the period is too short for most to be seen with
the 1 second averaging.
5) The effect does not close. This is evident from inspecting the
wobble patterns from any triplet of antennas. The program CLPLT (which
plots closure phases) shows this beautifully.
5) There is a tendency for shorter baselines to have longer
periods. The cluster of four antennas near the end of the north arm (ea
1, 2, 23 and 28) all have high amplitude and long periods. However,
counter-examples can be found. And short baselines near the center of
the array show short periods, or no wobbles.
6) Some longer baselines have clear beating patterns.
7) There is no clear spatial relationships between high beat
amplitudes and baseline/antenna length or position. Antenna ea04 -- at
W56 (way, way out there) has large, visible 'wobbles' on nearly all of
its baselines. But neither of the two antennas on each side of it (17
and 21) show any visible wobbles at all. I think this alone makes an
external origin impossible.
8) All the monitoring data (PSum, PDif) are normal and clean. The
autocorrelation spectra are clean. The bandpasses are clean. There is
no evidence of an external signal within the 1.024 GHz bandpass.
I consulted with the available gurus (Ken and Vivek), with
essentially no agreement, other than the effect is unlikely to be driven
by an external, radiated signal.
I attach some amplitude and phase plots (encapsulated postscript),
from subband #2 of the C and D IFs. The blue trace is RCP (IF 'C'), and
red is LCP (IF 'D'). The amplitude plots are first, the phases follow.
The antenna numbers and locations are written on the plots.
Any ideas? We're desperate!
Rick
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