We can very easily build two aperture masks for the WIYN 0.9-m telescope: one with a diameter about 0.9 meters, one with a diameter about 0.2 meters. These will allow us to check the shutter motion and the linearity of the CCD. They will also permit us to take images of stars as bright as V = 6 with 10 second exposures. If necessary, the smaller mask could be made 0.15 or 0.10 meters in diameter to accomodate the primary standards.
Building an aperture mask for the WIYN 3.5-m telescope is not so easy, because the darn structure is too large, and sits far above the ground. It might be relatively easy to place a mask of some sort into the light beam at the Nasmythe focus. However, the beam has converged a lot by that point, and a simple circular hole will not dim all stars in the field by the same amount. I have been thinking about various kinds of obstructions (wire mesh screens, plates with many holes drilled into them), and haven't found one that will meet our needs yet. It is possible that we might use a neutral density filter at this point to perform certain internal checks, even if we don't use it in calibration observations. The narrower our filters, the better the neutral density filter will work for us.
In any case, we should do at least the following tasks to verify our ground-based calibration.
I believe we should use a set of narrow-band filters for the first transfer of primary-to-secondary at least. The narrow filters will allow us to use large telescopes and reasonable exposure times to look at stars as bright as V = 10.
Some of the filters which are available for the WIYN telescopes and appear to suit our needs are shown below.
WIYN_Imager_Filter_List
wiyn # cwl fwhm %T maxsize name comments date_measured age
16 6618 72 874x4 UWisc 1-97 1997
17 6725 70 874x4 UWisc 1-97 1997
19 4063 56 634x4 comet set 2 C3 3-97 1997
20 4448 62 744x4 comet set 2 Blue Cont 3-97 1997
25 7026 190 874x4 comet set 2 H2O+ 3-97 1997
26 7121 60 874x4 comet set 2 Red Cont 3-97 1997
I have checked to make sure that the filters above do not fall across any strong spectral features in K giants. The filter number 15 is close to H-alpha, but may be okay.
After all the photometric observations and reductions, we end up with the following information:
primary standards: know relative intensity as a function of wavelength
from visible to near-IR, due to balloon-borne
spectrograph
all other standards: know the flux integrated over several passbands
relative to the flux of the primaries,
integrated over the same passbands
know the flux of each star, integrated over several
passbands, relative to the flux of itself,
integrated over other passbands
In other words, for the secondary standards, we do NOT know the ratio (for example)
flux at 5000 Angstroms
----------------------
flux at 14000 Angstroms
Instead, we know only these ratios (where V and J are examples
of the several passbands we may choose to use for calibration):
flux of self integrated over V band
-----------------------------------
flux of self integrated over J band
and
flux of self integrated over V band
----------------------------------
flux of primary integrated over V band
The narrower the passbands we use for calibration, the smaller the uncertainty in these ratios (I claim).
In other words, if we pick a set of narrow-band filters and observe all standards through them, we will end up with known ratios of flux at a number of wavelengths. We can then calibrate an observed spectrum by forcing it to pass through these points.
In order to perform cosmological tests of nearby SNe versus distant SNe, one must know
Note that the passbands in items 2 and 4 above WILL NOT BE IDENTICAL, because the instruments on board the SNAP spacecraft will not be the same ones used to calibrate the standard stars.