The correlated-k coefficients calculated by random band models

Statistics – Computation

Scientific paper

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Absorptivity, Planetary Atmospheres, Radiative Transfer, Algorithms, Distribution Functions, Laplace Transformation, Voigt Effect

Scientific paper

The correlated-k coefficient for the cumulative distribution of the absorption coefficient in random band models is calculated with a computationally efficient algorithm based on a numerical inverse Laplace transform. A scaling transformation is introduced to partially eliminate the ill-conditioned behavior around the singularity point. In the region very close to the singularity, an analytic expression for the k coefficient derived for the Malkmus model is used to match the whole solution. The algorithm yields accurate k coefficients with a maximum error for a few percent. When applied to the random band model with an S exp -1-beta-tailed line-intensity distribution and a Voigt line profile, the algorithm yields a maximum error in the escape function of less than 3 percent in comparison with line-by-line integrations. The algorithm is sufficiently general to be applicable to a variety of radiative transfer problems in planetary atmospheres.

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