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GNIRS Sensitivity Estimates

The following table provides preliminary estimated broadband magnitudes reached at 5 sigma (per spectral pixel) in 1 hour of integration. For low background situations, the measurements are assumed to comprise 4 exposures of 15 minutes; for high background situations the lengths of the individual exposures are not relevant. The tabulated values are for a resolution element (2 pixels) and extraction of an optimal window (but not optimal, i.e. weighted, extraction). The observing conditions assumed are 70%-ile image quality, 50%-ile cloud cover (clear), nighttime (80%-ile sky background), 20%-ile water vapor and an airmass of 1.0.

The values given are all for the long slit mode, i.e., with no prisms present and a 2 pixel slit. For observations in cross-dispersed mode, there are reflection losses in the prism as well as absorption losses at the red end of the K window.

caution Important caveats: These sensitivities are preliminary, derived using the Integration Time Calculator (ITC). Comparison with results obtained during commissioning suggest agreement to within ~15% at 0.9-3.5um and TBD at longer wavelengths. In addition, within each IR band the sensitivity is a very strong and rapid function of wavelength. Applicants should use the ITC to estimate the signal-to-noise ratio at the precise wavelengths of interest and/or over the entire band of interest.

Caution: the atmospheric transmission and emission files currently used by the ITC have a resolution of 1nm and therefore produce telluric features substantially broader than the actual instrumental resolution, especially at R=5900 and 18000. The inter-line signal and noise calculations are correct.


Resolving power Pixel scale Diffraction Order (and waveband or wavelength)
6
(1.1um)
5
(J, 1.25um)
4
(H, 1.65um)
3
(K, 2.2um)
2
(L, 3.3um)
1
(M, 5.0um)
1700 0.15 19.5 19.7 19.2 18.5 14.4 11.0
5900 0.15 18.5 18.4 18.9 18.1 13.7 10.6
5100 0.05 16.6 17.0 17.2 16.8 12.8 10.0

Last update December 10, 2005 Greg Doppmann, based on original form by Phil Puxley