The Seventh Data Release of the Sloan Digital Sky Survey
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Citations
Planck 2013 results. XVI. Cosmological parameters
Measuring Reddening with Sloan Digital Sky Survey Stellar Spectra and Recalibrating SFD
Planck 2013 results. XVI. Cosmological parameters
The eleventh and twelfth data releases of the Sloan Digital Sky Survey: final data from SDSS-III
The 6dF Galaxy Survey: baryon acoustic oscillations and the local Hubble constant
References
Astronomical Data Analysis Software and Systems
SEGUE: A Spectroscopic Survey of 240,000 stars with g=14-20
Estimating the Redshift Distribution of Photometric Galaxy Samples II. Applications and Tests of a New Method
APOGEE: The Apache Point Observatory Galactic Evolution Experiment
Related Papers (5)
The Sloan Digital Sky Survey: Technical summary
Maps of Dust IR Emission for Use in Estimation of Reddening and CMBR Foregrounds
Maps of Dust Infrared Emission for Use in Estimation of Reddening and Cosmic Microwave Background Radiation Foregrounds
Frequently Asked Questions (18)
Q2. How many spectra have been obtained for the SSPP?
In addition, high-resolution spectra have been obtained for about 100 field stars included in the SDSS, and used to expand the SSPP checks over a wider parameter space (Allende Prieto et al. 2008a).
Q3. What is the effect of the flat field on the spectrograph?
If it shifts during an exposure, it will not be properly corrected by the flat field, causing significant distortion of blue absorption lines in stellar spectra, and systematically affecting estimates of metallicities and surface temperatures.
Q4. Why is the pipeline known to fail at lower latitudes?
at lower latitudes, when the density of stars brighter than r = 21 grows above 5000 deg−2, the pipeline is known to fail, as it is unable to find sufficiently isolated stars to measure an accurate PSF, and the deblender does poorly with overly crowded images.
Q5. What is the effect of the dichroic coating on the instrument response?
The thickness of the dichroic coating is believed to be sensitive to the ambient humidity, and moisture which enters the system during plate changes affects the instrument response, shifting the interference pattern in wavelength in unpredictableways on timescales comparable to the 900 s exposure time.
Q6. Why is the wavelength solution poorly constrained?
for a small fraction of plates, the arcs are weak (perhaps because the arc lamps themselves were faulty at that time, or because the petals which reflect the arc lamp light were not properly deployed), and the wavelength solution is poorly constrained.
Q7. What is the PSF model used to describe?
It uses an analytical model based on Gaussians to describe the basic PSF shape, with parameters which may vary across the field of the image to follow the PSF variations.
Q8. How long did the spectrographs take to saturate?
the spectrographs would saturate as well with their standard 15 minute exposures, so these observations had individual exposure times as short as 1 or 2 minutes.
Q9. How did the code work in crowded regions?
In crowded regions, one cannot find sufficiently isolated stars to measure counts through such a large aperture, and in practice, the code corrected PSF magnitudes to an aperture photometry radius of 3.′′00 instead, whenever any part of a given run dipped below |b| = 8◦.
Q10. What conditions were used to take the images of Stripe 82?
In Fall 2005, 2006, and 2007, 219 additional imaging runs were taken on Stripe 82 as part of the SDSS supernova survey (Frieman et al. 2008), often under less optimal conditions: poor seeing, bright moonlight, and/or nonphotometric conditions.
Q11. What is the reason why the CAS is marked with a problem?
Only 0.3% of all fields in the CAS are marked with one of these problems (the majority of which are due to focus problems); these flags should be consulted when examining the reliability of the photometry in a given area of sky.
Q12. How can a spectroscopic wavelength be distorted when there is substantial moonlight?
when there is substantial moonlight in the sky spectrum, a fit to what is assumed to be an isolated emission line can be significantly biased, systematically skewing the wavelength solution at the blue end by as much as 20 km s−1.
Q13. How did Mandelbaum et al. (2008) find that summing the p(?
Cunha et al. (2008) showed that summing the p(z) for a sample of galaxies yields a better estimation of their true redshift distribution than that of the individual photometric redshifts.
Q14. How was the algorithm applied to the stars in the catalog?
In order to allow users to analyze completeness and efficiency of SEGUE stellar target selection samples, the latest (v4.6) version of the algorithms (Yanny et al. 2009) was applied to all stellar objects in the imaging catalog which had g < 21 or z < 21, over the entire sky.
Q15. How was the PSPhot photometry used to make the stars on the same system?
PSPhot photometry was forced to agree with these large-aperture magnitudes for bright stars; this was done in practice by determining, for each CCD in the imaging camera for each run, the average aperture correction needed to put the two on the same system, using stars at Galactic latitude |b| > 15◦, where crowding effects are less severe.
Q16. How is the flux of a simulated galaxies underestimated?
On average, however, the flux is underestimated by approximately 0.2 mag at r = 12.5 and <0.1 mag at r = 15 for simulated galaxies with an Sérsic index of 1.
Q17. What is the rms error of the redshift estimation for the reference set?
The rms error of the redshift estimation for the reference set decreases from 0.044 in DR6 to 0.025 in DR7 with this improved algorithm (Figure 5).
Q18. Why did Bramich et al. solve for the offsets?
Bramich et al. solved for photometric offsets both parallel and perpendicular to the scan direction in data from a given CCD; the authors found that the term perpendicular to the scan direction added little, and the authors did not include it here.