Examination of the nonlinear LIDAR-operator : the influence of inhomogeneous absorbing spheres on the operator
The determination of the atmospheric aerosol size distribution is an inverse illposed problem. The shape and the material composition of the air-carried particles are two substantial model parameters. Present evaluation algorithms only used an approximation with spherical homogeneous particles. In t...
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Universität Potsdam
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ndltd-Potsdam-oai-kobv.de-opus-ubp-14722013-01-08T00:56:16Z Examination of the nonlinear LIDAR-operator : the influence of inhomogeneous absorbing spheres on the operator Böckmann, Christine Niebsch, Jenny multiwavelength lidar aerosol size distribution inverse ill-posed problem multilayered coated and absorbing aerosol new recursive algorithm Physics The determination of the atmospheric aerosol size distribution is an inverse illposed problem. The shape and the material composition of the air-carried particles are two substantial model parameters. Present evaluation algorithms only used an approximation with spherical homogeneous particles. In this paper we propose a new numerically efficient recursive algorithm for inhomogeneous multilayered coated and absorbing particles. Numerical results of real existing particles show that the influence of the two parameters on the model is very important and therefore cannot be ignored. Universität Potsdam Mathematisch-Naturwissenschaftliche Fakultät. Institut für Mathematik Wissenschaftliche Einrichtungen. Interdisziplinäres Zentrum Dynamik komplexer Systeme 1998 Preprint application/pdf urn:nbn:de:kobv:517-opus-14725 http://opus.kobv.de/ubp/volltexte/2007/1472/ eng http://opus.kobv.de/ubp/doku/urheberrecht.php |
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English |
format |
Others
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multiwavelength lidar aerosol size distribution inverse ill-posed problem multilayered coated and absorbing aerosol new recursive algorithm Physics |
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multiwavelength lidar aerosol size distribution inverse ill-posed problem multilayered coated and absorbing aerosol new recursive algorithm Physics Böckmann, Christine Niebsch, Jenny Examination of the nonlinear LIDAR-operator : the influence of inhomogeneous absorbing spheres on the operator |
description |
The determination of the atmospheric aerosol size distribution is an
inverse illposed problem. The shape and the material composition of the air-carried particles are two substantial model parameters. Present evaluation algorithms only used an approximation with spherical homogeneous particles. In this paper we propose a new numerically efficient recursive algorithm for inhomogeneous multilayered coated and absorbing particles. Numerical results of real existing particles show that the influence of the two parameters on the model is very important and therefore cannot be ignored. |
author |
Böckmann, Christine Niebsch, Jenny |
author_facet |
Böckmann, Christine Niebsch, Jenny |
author_sort |
Böckmann, Christine |
title |
Examination of the nonlinear LIDAR-operator : the influence of inhomogeneous absorbing spheres on the operator |
title_short |
Examination of the nonlinear LIDAR-operator : the influence of inhomogeneous absorbing spheres on the operator |
title_full |
Examination of the nonlinear LIDAR-operator : the influence of inhomogeneous absorbing spheres on the operator |
title_fullStr |
Examination of the nonlinear LIDAR-operator : the influence of inhomogeneous absorbing spheres on the operator |
title_full_unstemmed |
Examination of the nonlinear LIDAR-operator : the influence of inhomogeneous absorbing spheres on the operator |
title_sort |
examination of the nonlinear lidar-operator : the influence of inhomogeneous absorbing spheres on the operator |
publisher |
Universität Potsdam |
publishDate |
1998 |
url |
http://nbn-resolving.de/urn:nbn:de:kobv:517-opus-14725 http://opus.kobv.de/ubp/volltexte/2007/1472/ |
work_keys_str_mv |
AT bockmannchristine examinationofthenonlinearlidaroperatortheinfluenceofinhomogeneousabsorbingspheresontheoperator AT niebschjenny examinationofthenonlinearlidaroperatortheinfluenceofinhomogeneousabsorbingspheresontheoperator |
_version_ |
1716502029913817088 |