TY  - GEN
KW  - Percolation theory
KW  -  Stochastic ray tracing
KW  -  Non-uniform random media
KW  -  Scatterers with random shape
AV  - public
ID  - elediasc12356
A1  - Martini, Anna
A1  - Caramanica, Federico
A1  - Franceschetti, Massimo
A1  - Massa, Andrea
N2  - This letter deals with ray propagation in stochastic distributions of discrete scatterers having random shapes. The propagation medium is described by means of a semiin nite percolating lattice and two different propagation models are considered. The propagation depth inside the medium is analytically estimated in terms of the probability that a ray reaches a prescribed level before being reected back in the above empty half-plane. A comparison with Monte-Carlo-like experiments validate the proposed solutions. Applications are in wireless communications, remote sensing, and radar engineering. (c) 2007 IEEE. Personal use of this material is permitted. Permission from IEEE must be obtained for all other users, including reprinting/ republishing this material for advertising or promotional purposes, creating new collective works for resale or redistribution to servers or lists, or reuse of any copyrighted components of this work in other works.
UR  - http://www.eledia.org/students-reports/356/
Y1  - 2011/01//
TI  - Percolation-Based Models for Ray-Optical Propagation in Stochastic Distributions of Scatterers with Random Shape
ER  -