2016
DOI: 10.1117/12.2234078
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An integrated modeling framework for the Large Synoptic Survey Telescope (LSST)

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Cited by 7 publications
(2 citation statements)
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“…where m sky is the sky brightness (AB mag arcsec −2 ), θ eff is the seeing (in arcseconds), t vis is the exposure time (seconds), k is the atmospheric extinction coefficient, and X is air mass. Here the seeing corresponds to the "effective" seeing computed from the seeing FWHM following the procedure described in Angeli et al (2016). The seeing FWHM in each band is listed in the second row of Table 2, and the effective seeing is listed in the third row of Table 2.…”
Section: Expected Photometric S/nmentioning
confidence: 99%
“…where m sky is the sky brightness (AB mag arcsec −2 ), θ eff is the seeing (in arcseconds), t vis is the exposure time (seconds), k is the atmospheric extinction coefficient, and X is air mass. Here the seeing corresponds to the "effective" seeing computed from the seeing FWHM following the procedure described in Angeli et al (2016). The seeing FWHM in each band is listed in the second row of Table 2, and the effective seeing is listed in the third row of Table 2.…”
Section: Expected Photometric S/nmentioning
confidence: 99%
“…We modify the truth-catalogue properties of all faint sample (𝑖 < 26) galaxies to more accurately reflect LSST-like samples by convolving the galaxy sizes and shapes with a 𝜃 eff ∼ 𝜃 zenith eff X0.6 ∼ 0.9 circular Gaussian PSF -the "effective" PSF FWHM value expected at the median airmass of X = 1.2 for LSST where 𝜃 zenith eff = 0.8 is the "effective" zenith seeing FWHM for the 𝑖 band taken from Table 2 of Ivezić et al (2019). The reason we use these "effective" values is to account for the deviation of the LSST fiducial atmospheric PSF (a von Kármán type PSF) from the Gaussian shape (Angeli et al 2016) assumed here.…”
Section: Modified Galaxy Propertiesmentioning
confidence: 99%