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MISR: In-Flight Radiometric Calibration and Characterization Plan

MISR: In-Flight Radiometric Calibration and Characterization Plan

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These are the limits in radiance about the radiance estimated from the calibrationregression, or the fidelity intervalsSensor output digital countsDNDN u (L l )DN l (L u )L lL uLKnown radiometric input (W m -2 sr- 1 µm -1 )<strong>Radiometric</strong> transfer curvetraceability. The property of a result of a measurement whereby it can be related toappropriate st<strong>and</strong>ards, generally international or national st<strong>and</strong>ards, through an unbroken chain ofcomparisons.verification. Tests <strong>and</strong> analyses to be performed during the design, development,assembly, <strong>and</strong> integration phases of an instrument to assure all instrument functional requirementshave been met. <strong>In</strong>cludes all sub-system <strong>and</strong> system tests done at the functional level. Seeintegrator verification tests.A.4.1 <strong>Radiometric</strong>response coefficients. The coefficients of the radiometric calibration equation used torelate sensor output to incident radiance.calibration equation. During radiometric calibration the relationship between anincident radiance field <strong>and</strong> camera digital output is established. The equation <strong>MISR</strong> will use is:2DN – DN o = G o + G 1 L λ + G 2L λ .whereL λ is the incident b<strong>and</strong>-averaged spectral radiance, averaged over both in-<strong>and</strong>-out-of-b<strong>and</strong>wavelengths, reported in units of [W m -2 sr- 1 µm -1 ], <strong>and</strong> defined by the equation:L λ∫L source Rλdλ= ----------------------------------Rλdλ∫DN is the camera output digital number,<strong>and</strong> R is the relative instrument spectral response;84Appendix A. Nomenclature

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