We have set up a web page at JAC listing the parameters that should be used and instructions on how to determine which version of the software was used to generate your map:
http://www.jach.hawaii.edu/JCMT/continuum/scuba2/scuba2_relations.html
The latest happenings in JCMT data pipeline development, as well as our interfaces with the JCMT data archive at CADC.
http://www.jach.hawaii.edu/JCMT/continuum/scuba2/scuba2_relations.html
The arcsec FCF is the factor by which you should multiply your map if you wish to use the calibrated map to do aperture photometry.
This FCF is the number by which to multiply your map when you wish to measure absolute peak fluxes of discrete sources.
The whys and the wherefores (the gory details):
Uranus and Mars were used as the primary calibrators for these results. In addition, CRL 618, CRL 2688 were also predominant secondary calibrators. All of the calibrators were reduced in January 2012 using the updated dimmconfig_bright_compact.lis. The improvements in the recipe (mostly in how it chooses to stop iterating) have resulted in extremely flat maps with nearly no evidence of the 'bowling' seen around strong sources during S2SRO reductions. To improve the accuracy of the peak-fitting and aperture photometry, the maps were reduced with 1 arcsecond pixels at both wavelengths.
Once the maps were reduced they were then analysed using the PICARD script SCUBA2_FCFNEFD. There have been some changes to this script: some few bugs have been fixed, the average FCF's have been adjusted, as well as the (now emprically derived) beam area, and a few reference fluxes have been adjusted. FCF_beamequiv has been removed entirely, and all calculations of integrated values are now done using AUTOPHOTOM, with a defined aperture and annulus for background subtraction.
Following extensive analysis of the most optimal parameters, all calibrations were reduced using a 60" diameter aperture (at both wavelengths) with an annulus between 90" and 120" from the source position.
Yes they are. The heater coupling factor change and the new tau relations play a significant part in this. But in addition, the large sample of observations has allowed for a much more accurate determination of the beam area. At 450um in particular, optical effects of the telescope show that the error beam is large and the beam is not gaussian. This results in an effective FWHM that is much broader than the 7.5" quoted previously (though that is the approximate FWHM of the fit to the centre of the beam) - it is more like 9.5", taking into account the error beam. Therefore, the measured (and fitted) peak is relatively lower, requiring a higher FCF to calibrate the peak flux in your data.
No kidding. Peak values are obtained either from reading off the peak of the map (in gaia or by another method) or by fitting to the peak using beamfit (as is done in PICARD). The beam shape (particularly at 450um) can be extremely susceptible to changes in focus and atmospheric instability, amongst other things. The integrated value (FCF_arcsec) is more robust against such changes. If you are measuring a peak fit from a calibrator and see a strong deviation from the expected value things to check are:
- how 'focussed' does the image look? If you see distortion in the shape of a source that should be point-like, or distortion or 'shoulders' in the beam then it is likely that the peak value will be unreliable.
- was the observation taken early in the evening? Focus and atmospheric effects are known to be worst in the early evening hours and sometimes in the morning after sunrise. If you are looking at calibrators, try and look at ones taken later in the night and see if there is improvement.
A 'trap' has been set in PICARD to warn you if the attempted fit to the peak misses the actual peak value by more than 10%. Looking at the fit to the shape also helps in this instance. In any case, the quoted peak FCF value at the top of the post is derived from the arcsec FCF and the empirical beam area derived from nearly 500 observations at both wavelengths and this number has been shown to be robust.
Very. The absolute errors at both wavelengths are within 5% and no significant trends have been seen in the last six months. Instrument performance is being monitored very closely and any deviations are likely to be noted specifically. However, we do not discourage you taking calibrators from the nights your data was taken and reducing them yourself - we appreciate the sanity checks! Another handy rule: if you do it to your data, do it to your calibrator. If you have specific methods you plan to use on your data, apply the same methods to your calibrator in order to ensure your calibration is correct. We are now happy to say though, that these FCFs look stable and correct, so using these numbers should provide you with well-calibrated data.
FCF_beamequiv is a seductive, evil little value that tempted us to stray to the dark side, albeit temporarily. In essence it was created to use as a comparison to SCUBA performance, but should never have been used to actively calibrate SCUBA-2 data as it assumed a perfect gaussian beam. The statements above explain that this is patently untrue, especially at 450um. The beamequiv number was quoted previously, and incorrectly, as the true FCF, and it is largely the reason that the new (and correct) numbers seem so much larger. We have banished it from PICARD and it shall now be known as the FCF-that-shall-not-be-named.