MATLAB Functions for Mie Scattering and Absorption, Version 2
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BORIS DOI
Date of Publication
August 2002
Publication Type
Report
Division/Institute
Publisher
Institute of Applied Physics, University of Bern
Language
English
Description
A set of MATLAB Functions for Mie calculations (Mätzler, 2002a) and for applica-
tions to microwave radiation in rain (Mätzler, 2002b) has been improved and
expanded by including magnetic and metal-like media and coated spheres. The
appendix includes a discussion of the basic behaviour or the Riccati-Bessel and
related Functions needed in the computations of Mie Coefficients.
The applications of the Mie Functions are directed toward the study of radiative
properties of precipitation. Functions have been developed to compute propagation
parameters for freezing rain and melting graupel, assuming Marshall-Palmer drop-
size distribution, including functions to compute the complex dielectric permittivi-
ties of ice and water. Other applications can be envisaged if the dielectric or refrac-
tive properties of the particles and their size distributions are known.
tions to microwave radiation in rain (Mätzler, 2002b) has been improved and
expanded by including magnetic and metal-like media and coated spheres. The
appendix includes a discussion of the basic behaviour or the Riccati-Bessel and
related Functions needed in the computations of Mie Coefficients.
The applications of the Mie Functions are directed toward the study of radiative
properties of precipitation. Functions have been developed to compute propagation
parameters for freezing rain and melting graupel, assuming Marshall-Palmer drop-
size distribution, including functions to compute the complex dielectric permittivi-
ties of ice and water. Other applications can be envisaged if the dielectric or refrac-
tive properties of the particles and their size distributions are known.
File(s)
| File | File Type | Format | Size | License | Publisher/Copright statement | Content | |
|---|---|---|---|---|---|---|---|
| 199.pdf | Adobe PDF | 3.25 MB | https://www.ub.unibe.ch/services/open_science/boris_publications/index_eng.html#collapse_pane631832 | published |