Group delay residuals in both eur138 and in r1720 experiments show a saw-like pattern. This pattern increases the rms of residuals by roughly a factor of 2.
Analysis of phase calibration phases shows interesting things. Here is the plot of YEBES40M phase calibration at S-band and its zoom.
Here is similar plot of YEBES40M phase calibration at X-band and its zoom.
We see a superposition of two components: saw-like pattern that is not scaled with frequency and a slowly variating components without teeth that is scaled with frequency. The spacings of teeth in phase calibration is approximately correspond to spacings of group delay residuals. Similar situation in r1720 experiment.
What if to solve for admittance of phase-calibration phase, i.e. to use phase-cal phases as partial derivatives? I wrote a simple user partial program in Solve and re-ran a solution. The saw-like pattern was significantly (a factor of 5) reduced, although did not disappear entirely. Analysis of listings of reference and advance solutions shows a remarkable improvement in rms of postfit residuals. Roughly speaking the saw-like pattern contributed 50 ps noise in quadrature. Similar situation with experiment r1720: reference and advance solutions. Compare group delay residuals of the reference and advanced solutions:
eur138 | reference | advance |
r1720 | reference | advance |
The estimates of the admittance factors agree between three different solutions in r1720 experiment, but a factor of 2.3 greater in eur138 solution:
r1720 X/S Group delay | -20.2 ± 0.7 ps/rad |
r1720 S band phase delay | -19.7 ± 0.5 ps/rad |
r1720 X band phase delay | -22.6 ± 0.4 ps/rad |
eur138 X/S Group delay | -46.3 ± 1.8 ps/rad |
I suggest the station staff to check every air-condition unit and investigate which on injects unwanted path delay.
Last update: 2016.02.14_20:17:31
Web page was prepared by Leonid Petrov
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