stacked images on galaxy clusters, photo-z determination
June 1 2022
Single-frame 5 sigma point source depth for ATLAS is around 19.5, sky-limited. A stack of 100 images has 10X SNR so 5 sigma depth is 10X fainter, or 2.5 mag which gets us to 22nd.
Two-band images give us a magnitude and a single color. Balmer break is at 364.5 nm. ATLAS band edges are:
blue edge of c: 420 nm, transition at z of 0.15
red edge of c and blue edge of c: 550 nm, transition at z of 0.51
red edge of c: 650 nm, transition at z of 0.81.
LRG's have absolute magnitudes of -22 to -23 (Tal et al MASS GROWTH AND MERGERS: DIRECT OBSERVATIONS OF THE LUMINOSITY FUNCTION OF LRG SATELLITE GALAXIES OUT TO z = 0.7 FROM SDSS AND BOSS IMAGES)
z | mu |
---|---|
0.2 | 39.7 |
0.4 | 41.4 |
0.5 | 42 |
0.75 | 43.1 |
We can see m=M+mu=22=22 so threshold mu should be 44, corresponding to z of around 0.8. Wow. That's a detection threshold. For getting a decent color we need better than 10% photometry in each band so let's go out to 0.5 for now.
Object | RA (J2000) | DEC (J2000) | z | notes |
---|---|---|---|---|
Abell 2218 | 16:35:52.4 | +66:12:52 | 0.176 | |
Abell 370 | 02:39:50 | -01:35:08 | 0.375 | |
PSZSPT J0117-5053 | 019.29320144653 | -50.88529205322 | unknown | Planck + SPT cluster but no SPT counterpart so likely low-z |
PSZSPT J0109-4552 | 017.36057472229 | -45.87871932983 | 0.02 | really low-z, likely hard to pick out cluster members? |
Typical cluster sizes are a few arcmin so a stacked image that is 1 deg x 1 deg would be plenty to get comparison regions as well.
tasks:
1) find ATLAS magnitudes of isolated SDSS LRG galaxies and construct photo-z estimator (like redmapper) for these objects.
2) Make star-galaxy discriminator perhaps by including WISE data?
3) extract photometry and morphology from stacked images, perhaps add WISE or GAIA data to get another color?
4) make color-magnitude diagram of plausible cluster members and look for LRG finger.
5) run on entire e-Rosita Xray cluster catalog, for example https://www.aanda.org/articles/aa/full_html/2022/05/aa41120-21/aa41120-21.html
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