Towards a Unified Treatment of Stochastic Radiative Transfer of Solar Radiation in Clouds
Previously Published Material: Some part of the findings to be reported at this conference has been accepted very recently (in 2014) for publication. However, the entire material has not been presented by us in scientific meetings and conferences.
Abstract ID#: 34561
We present both a coherent framework for treating stochastic RT in three-, two- and one-dimensional broken cloud fields with arbitrary statistics as well as a unified treatment of closure schemes to determine the resulting covariance terms between the fluctuations of the radiance and the cloud random indicator fields. For computational purposes, the resulting stochastic model is discretized in discrete ordinate space and solved via the discrete ordinate with matrix exponential (DOME) formalism. The powerful DOME tool is used here to solve the stochastic RT equation for a bounded cascade cloud model.
Our simulations represent a scenario typical for a nadir-looking UV/VIS spectrometer. In the wavelength region 325-335 nm, with Sun in the zenith and a surface albedo of 0.2, we consider a one-dimensional cloud model based on the cellular statistical model of broken clouds (Alexandrov et al., 2010). As a benchmark solution to this problem, ensemble averaged results based on two-dimensional SHDOM simulations are used.
Also some ideas for the future inter-comparison of results from stochastic RT models with those from ensemble averaged conventional three-dimensional RT model data will be discussed.
