K. Sarabandi et Pr. Siqueira, NUMERICAL SCATTERING ANALYSIS FOR 2-DIMENSIONAL DENSE RANDOM-MEDIA - CHARACTERIZATION OF EFFECTIVE PERMITTIVITY, IEEE transactions on antennas and propagation, 45(5), 1997, pp. 858-867
In this paper, a new numerical method for determining effective permit
tivity of dense random media in two dimensions is presented, The core
of the method is to compare the average scattered field of a random co
llection of scatterers confined within an imaginary boundary with the
scattered field from a homogeneous dielectric of the same shape as the
imaginary boundary, The two-dimensional (2-D) problem is aggressively
studied here to provide insight into the dependence of the method's c
onvergence on particle size, boundary shape, and boundary dimension. A
novel inverse scattering method is introduced based on the method of
moments (MoM), which greatly reduces the computation time and increase
s the flexibility of the procedure to analyze a variety of geometries.
Results from this 2-D method may be used directly to compare with the
oretical methods for determining effective permittivity such as the Po
lder-Van Santen mixing formula or field techniques such as the quasi-c
rystalline approximation.