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Documentation [PDF] - Canada France Hawaii Telescope ...

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5.4 Depth and completeness limits<br />

The depth is measured the same way as in Section 4.3. The completeness limits and galaxy count plots<br />

are available in the synoptic table.<br />

The depths of D-25 and D-85 are given in Tables 18 and 19 for the median combined stacks and Tables 20<br />

and 21 for the sigma-combined stacks. These numbers are also presented in the synoptic table. The errors<br />

quoted for the completeness limits in the Tables are dominated by the fitting error. For the 80% and 50%<br />

values, this is due to sparse sampling of the curve in the magnitude range where the variations of the<br />

completeness as a function of magnitude are important.<br />

From Figure 47, the 80% completeness limits of stellar sources is a good indicator of the turn-over magnitude<br />

for the galaxy counts. Similarly, the 80% completeness limits of extended sources corresponds<br />

well to the turnover point where the galaxy counts begin to be incomplete. This is however not true for<br />

the u ∗ -band data, where both depth parameters have similar values and also for the z-band, where the<br />

completeness limit value is lower than the turnover point and appears to be a pessimistic estimate of<br />

depth.<br />

We note that the completeness limit measurements with simulated sources in the Deep data seem to be in<br />

poorer agreement with the galaxy counts plots in comparison to the Wide survey (see Fig. 28). Furthermore,<br />

the Deep D-25 estimates are closer to expectations than D-85. This is most likely a consequence<br />

of increased crowding in deeper images. In these D-85 images, the fraction of blended sources indeed<br />

increases and makes the unambiguous detection of simulated sources more and more difficult.<br />

The D2-u ∗ should be interpreted with caution. As it contains a mix of CFHTLS and COSMOS images that<br />

are shifted by 30 arc-minutes, the center of the stacks is deeper and the corners are shallower than the<br />

mean depth of the stack (see Fig. 45). Note that the total exposure times and the depths quoted in the<br />

Tables and on the figures for the D2-25-u ∗ and D2-85-u ∗ do not apply to the entire image.<br />

The D2-u ∗ is the only Deep stack with a non-uniform field coverage. The observing sequences were split<br />

into five positions of MegaCam with respect to the Deep D2 center field. They are referenced as:<br />

• the D2-cc-u ∗ center pointing;<br />

• the D2-ul-u ∗ upper left pointing, located North-East from the center field;<br />

• the D2-ur-u ∗ upper right pointing, located North-West;<br />

• the D2-ll-u ∗ lower left pointing, located South-East; and<br />

• the D2-lr-u ∗ lower right pointing, located South-West.<br />

The relative positions of D2-cc, D2-ul, D2-ur, D2-ll and D2-lr are shown on Fig. 46. The black<br />

contours outline the shape of the D2-u ∗ stacks. All colored areas located inside are combined to produce<br />

the D-25-u ∗ and D-85u ∗ , which explains the complex weightmap shown on the left panel of Fig. 45.<br />

The complex mosaic pattern and the division of observations amongst several observing runs results in<br />

a non-uniform completeness for the D2-u ∗ stacks. The exposure time and depth can only be defined<br />

locally over for the D2-u ∗ MegaCam field. Table 23 describes the observations in sub-quadrants drawn<br />

on Fig. 46. Each quadrant of D-25-u ∗ and D-85-u ∗ combines the cc images with either D2-ul, or D2-ur,<br />

or D2-ll, or D2-lr, while the central part combines them all. A global estimation of exposure time and<br />

depth for D2-u ∗ is clearly impossible. Note that the exposure times inside the bold contours of Fig. 46<br />

are 51012 s. and 142970 s., for the D2-u ∗ -25 and D2-u ∗ -85 stacks, respectively.<br />

80

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