Given the total radiant exitance of 64 W∙m-2 integrated over the wavelength range 2.41-2.90 μm, what is the average radiant exitance over this interval in W∙m-2∙μm-1?
Average radiant existance = Radiant existanceDifference in Wavelength\frac{Radiant \; existance}{Difference \;in \;Wavelength}DifferenceinWavelengthRadiantexistance
=64 W⋅m−2(2.90−2.41) μm=64 W⋅m−20.49 μm=130.6122 W⋅m−2⋅μm−1= \frac{64 \;W \cdot m^{-2}}{(2.90-2.41) \; \mu m} \\ = \frac{64\;W \cdot m^{-2}}{0.49 \; \mu m} \\ = 130.6122 \; W \cdot m^{-2} \cdot \mu m^{-1}=(2.90−2.41)μm64W⋅m−2=0.49μm64W⋅m−2=130.6122W⋅m−2⋅μm−1
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