Retrieving 3D distributions of atmospheric particles using Atmospheric Tomography with 3D Radiative Transfer - Part 2: Local optimization

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Abstract

Our global understanding of clouds and aerosols relies on the remote sensing of their optical, microphysical, and macrophysical properties using, in part, scattered solar radiation. Current retrievals assume clouds and aerosols form plane-parallel, homogeneous layers and utilize 1D radiative transfer (RT) models. These assumptions limit the detail that can be retrieved about the 3D variability in the cloud and aerosol fields and induce biases in the retrieved properties for highly heterogeneous structures such as cumulus clouds and smoke plumes. In Part 1 of this two-part study, we validated a tomographic method that utilizes multi-angle passive imagery to retrieve 3D distributions of species using 3D RT to overcome these issues. That validation characterized the uncertainty in the approximate Jacobian used in the tomographic retrieval over a wide range of atmospheric and surface conditions for several horizontal boundary conditions. Here, in Part 2, we test the algorithm's effectiveness on synthetic data to test whether the retrieval accuracy is limited by the use of the approximate Jacobian. We retrieve 3D distributions of a volume extinction coefficient (σ3D) at 40gm resolution from synthetic multi-angle, mono-spectral imagery at 35gm resolution derived from stochastically generated cumuliform-type clouds in (1gkm)3 domains. The retrievals are idealized in that we neglect forward-modelling and instrumental errors, with the exception of radiometric noise; thus, reported retrieval errors are the lower bounds. σ3D is retrieved with, on average, a relative root mean square error (RRMSE)

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Loveridge, J., Levis, A., Di Girolamo, L., Holodovsky, V., Forster, L., Davis, A. B., & Schechner, Y. Y. (2023). Retrieving 3D distributions of atmospheric particles using Atmospheric Tomography with 3D Radiative Transfer - Part 2: Local optimization. Atmospheric Measurement Techniques, 16(16), 3931–3957. https://doi.org/10.5194/amt-16-3931-2023

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