Rother, Tom (2005) Self consistent Green's function formalism for acoustic and light scattering, Part 2: Dyadic notation. Optics Communications, 251, pp. 270-285. Elsevier.
Full text not available from this repository.
A self consistent dyadic Green's function formalism in spherical coordinates, related to the vector wave equation, is presented. As already discussed in a previous paper (part 1) dealing with the scalar Helmholtz equation there are four essential quantities. These are the dyadic volume Green's function, the dyadic surface Green's function, the dyadic free-space Green's function and the dyadic interaction operator. Huygens' principle expressed in terms of these quantities serves as a starting point. From this we obtain Lippmann-Schwinger equations for the dyadic volume Green's function and the interaction operator as well as appropriate series expansions for both the dyadic volume and surface Green's functions. These quantities can then be used to solve electromagnetic scattering and radiation problems in the presense of nonspherical obstacles, such as light scattering. The developed formalism provides a common mathematical basis for a variety of different numerical approaches developed so far.
|Title:||Self consistent Green's function formalism for acoustic and light scattering, Part 2: Dyadic notation|
|Journal or Publication Title:||Optics Communications|
|In ISI Web of Science:||Yes|
|Page Range:||pp. 270-285|
|Keywords:||light scattering, acoustic scattering, Green's function, vector wave equation|
|HGF - Research field:||Aeronautics, Space and Transport (old)|
|HGF - Program:||Space (old)|
|HGF - Program Themes:||W EO - Erdbeobachtung|
|DLR - Research area:||Space|
|DLR - Program:||W EO - Erdbeobachtung|
|DLR - Research theme (Project):||W - Vorhaben Entwicklung von Atmosphärenprozessoren (old)|
|Institutes and Institutions:||Remote Sensing Technology Institute > Atmospheric Processors|
|Deposited By:||Dr.rer.nat. Tom Rother|
|Deposited On:||14 Dec 2005|
|Last Modified:||27 Apr 2009 04:46|
Repository Staff Only: item control page