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AIRS In-flight Spectral Calibration Steve Gaiser 1 Steve Gaiser, AIRS in-orbit spectral calibration AIRS Science Team Meeting, May 2-3, 2000, Solvang, California page of 6 Introduction Spectral calibration is important Its a basic


  1. AIRS In-flight Spectral Calibration Steve Gaiser 1 Steve Gaiser, AIRS in-orbit spectral calibration AIRS Science Team Meeting, May 2-3, 2000, Solvang, California page of 6

  2. Introduction Spectral calibration is important • It’s a basic need of any spectrometer. • It is used explicitly by the AIRS forward models. • 1% Dn Dn centroid errors (a 1 m m focal plane position error) can cause • radiometric errors of up to 0.4K. Approach summary • Simulated radiances were created at multiple frequency sets (each • corresponding to a different shift of the focal plane), oversampling the AIRS detectors’ spacing. Observed radiances are averaged, and narrow spectral bands (called • “features”) are correlated against the different simulated radiance sets. A best fit shift is determined for each feature. Individual feature shifts are combined to determine the best fit focal • plane position. 2 Steve Gaiser, AIRS in-orbit spectral calibration AIRS Science Team Meeting, May 2-3, 2000, Solvang, California page of 6

  3. Results Summary Used Fishbein simulation of • Dec. 14, 2000 (240 granules) No failures • Mean = -0.22 microns • Stddev = 0.25 microns • Requirements satisfied • 3 Steve Gaiser, AIRS in-orbit spectral calibration AIRS Science Team Meeting, May 2-3, 2000, Solvang, California page of 6

  4. TGRS Paper Cross-references Strow et al. • Frequency errors are channel dependent. • The nominal AIRS spectrometer model is within 0.0005 * Dn Dn of the true • frequencies for all channels. Uncertainties in the array positions are the biggest source of error in • the AIRS spectrometer model. Uncertainty in the SRF shapes (including fringes and other effects) • introduces an error in reference radiance spectra equivalent to a centroid error of less than 0.0002 * Dn . McMillin et al. • Spectral stability for periods of the order a month are required for • tuning. Fishbein et al. • Simulation based in part on NCEP forecasts for that day. (ref dropped; • oops!) 4 Steve Gaiser, AIRS in-orbit spectral calibration AIRS Science Team Meeting, May 2-3, 2000, Solvang, California page of 6

  5. Periodicity Analysis Periodicity of one day’s shifts Individual features show • power at orbital, semi-orbital, and quarter-orbital periods. Semi-orbital variations • usually dominate. 0.30 micron peak-to-peak • variation is best fit to dominant period for this day 5 Steve Gaiser, AIRS in-orbit spectral calibration AIRS Science Team Meeting, May 2-3, 2000, Solvang, California page of 6

  6. Conclusions Based on simulation results, the current algorithm satisfies • requirements. Additional improvements are possible if [when] real data • prove more difficult: Include multiple climatologies (reference spectra for multiple • atmospheric profiles). Weigh features according to the number of footprints averaged • 6 Steve Gaiser, AIRS in-orbit spectral calibration AIRS Science Team Meeting, May 2-3, 2000, Solvang, California page of 6

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