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IUE flux values are corrected for variations in camera sensitivity as
a function of THDA using the temperature-dependent coefficients as
derived from the sensitivity monitoring analysis (Garhart 1991).
This correction is applied to the net flux along with the absolute
calibration and sensitivity degradation corrections according to:

and

where Flux is the net flux, C is the temperature coefficient and
ref. THDA is the reference THDA. The reference THDA was calculated
by taking an average of the THDAs for the sensitivity monitoring data
which were used to derive the temperature coefficients.
Table 11.9 contains the correction values, as used in the above
equation.
Table 11.9:
Temperature Coefficients and Reference THDAs
|
LWP |
LWR |
SWP |
Temp. Coef. C |
-0.0019±0.0003 |
-0.0088±0.0004 |
-0.0046±0.0003 |
Ref. THDA ( C) |
9.5 |
14.0 |
9.4 |
Next: 11.1.6 Application of Calibrations
Up: 11.1 Low-Dispersion Absolute Flux
Previous: 11.1.4.5 Application of Degradation
Karen Levay
12/4/1997