PDS_VERSION_ID = PDS3 RECORD_TYPE = "STREAM" OBJECT = TEXT INTERCHANGE_FORMAT = "ASCII" PUBLICATION_DATE = 2022-06-30 NOTE = " Worked example of calibration of LEISA observation lsb_0397097519_0x53c_eng.fit. " END_OBJECT = TEXT END Worked example of calibration of LEISA observation lsb_0397097519_0x53c_eng.fit at (61,127,156), where the array is assumed to start at 0 (i.e. IDL parlance). Raw file inputs: S: raw input pixel value, after correcting for rollover = 393 DN I: integration time = 1.521 s Calibration inputs from PDS nh-a-leisa-3-kem1-v4.0 deliv_20160331: E: electronics induced readout signal map pixel value, elecmap = 4.76119 F: flat field map pixel value, flatmap.fit = 0.934652 O: offset map pixel value, calmap.fit, second band = 0 G: gain map pixel value, calmap.fit, first band Gain Correction = 3.2976e-5 Equation for calibration, as per the calinfo.txt file: (S - E) ( ( -------) - O ) * G F Calibrated Value at this pixel = ---------------------- I Substituting the values above into the calibration equation: Calibrated Value at this pixel = (393 - 4.76119) ((----------------)-0) * 3.2976e-5 0.934652 ---------------------------------- 1.521 Calibrated Value = 0.0090057 erg/s/cm^2/Angstrom/sr Value of this Pixel in the PDS calibrated file lsb_0397097519_0x53c_sci.fit = 0.0090057 erg/s/cm^2/Angstrom/sr Thus, this calibration derivation agrees with the PDS calibrated file and data.