Up: 2MASS: Catching the Drift
Previous: Future Work
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- 3
- Frogel, J. A. 1998, PASP, 110, 200.
- 3
- Nikolaev, S. 1998, in preparation.
- 3
- Weinberg, M. D., Nikolaev, S. 1998, Global Photometric Scheme posted on the WEB at
http://scruffy.phast.umass.edu/PROPHOT/node2.html
Figure 1:
2MASS temporal drift. Each point on the plot represents the average
value of the difference (eqn. 1) for all fiducial
standards observed on a given night as the function of time. The
amplitude and the period of the best-fit sinusoid are given in
Table 2 (Model a).
 |
Figure:
2MASS spatial drift. Each point represent
the average residual for a given fiducial standard over all
observations of that standard, as a function of the coordinate. The
error bars show the standard deviation about the mean for each field.
For clarity of presentation, the horizontal axis spans two periods
in
.
 |
Figure:
K-band sensitivity (photometric zero points an) as the function of time.
The linear drift has the slope of
and
is probably caused by the lower sensitivity during the first few
months of the survey (survey days 100 - 200).
 |
Figure 4:
Sky coverage as the function of time. Plotted are the R.A. coordinates
of the calibration fields as they are being observed during the
year. As in Figure 2, for clarity, the right ascension
axis spans two periods.
 |
Figure:
The same as in Figure 1, but for two separate
solutions: low-airmass and high-airmass data. Squares - high
airmass solution, triangles - low airmass solution. The absolute
offset in
is arbitrary for these internally calibrated
solutions.
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Up: 2MASS: Catching the Drift
Previous: Future Work
Martin Weinberg
1998-10-26