Download Generalized Multipole Techniques for Electromagnetic and by Adrian DOICU, Thomas WRIEDT PDF

By Adrian DOICU, Thomas WRIEDT

This ebook is an edited quantity of 9 papers overlaying the several editions of the generalized multipole concepts (GMT). The papers have been offered on the fresh third Workshop on Electromagnetics and lightweight Scattering - thought and purposes, which all for present GMT tools. those comprise the a number of multipole procedure (MMP), the discrete resources strategy (DSM), Yasuura's technique, approach to auxiliary assets and null-field strategy with discrete resources. every one paper offers a whole theoretical description in addition to a few purposes of the strategy in electric engineering and optics. it is also either second and 3D tools and different purposes built within the former Soviet Union and Japan.

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Extra resources for Generalized Multipole Techniques for Electromagnetic and Light Scattering (Mechanics and Mathematical Methods - Series of Handbooks)

Example text

Essentially, the situation is similar to the well-known semi-convergent series expansions of functions. The convergence of the CHA turns out to depend on the material properties, the frequency, and the geometric shape. Especially the Bessel terms may converge very slowly in non-circular domains with a strong skin effect. In general, the CHA is inefficient, except for domains with a boundary that is sufficiently close to a circle. To obtain an efficient series expansion, the CHA must be generahzed.

A. V. G. Sveshnikov in 1987. Some new complete systems of DS for the BVSP analysis were built [15]. In the same year an algorithm generating complete systems of DS for an obstacle located in a half-space was developed [16]. The next modification, proposed in 1993, allowed taking into consideration not only the axial symmetry of the obstacle, but also the polarization of the exciting field [17]. Last editions of the DSM had the benefit of expanding the technique to a wide variety of applications [18-21].

2. Time-average of the Poynting vector field for a circular dielectric (relative permittivity 2) on a planar structure, illuminated by a plane E wave. Angle of incidence 45 degrees. 34 Ch. Hafner boundaries. Infinite boundaries cause similar problems for MMP and other boundary methods as open domains for domain methods. The discretization of such boundaries must be truncated, which may cause numerical errors. In [20], this problem was solved by the introduction of a new set of MMP expansions that automatically fulfil the boundary conditions on the planar structure.

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