@misc{10481/69619,
year = {2018},
url = {http://hdl.handle.net/10481/69619},
abstract = {In   a   previous   work,   we   presented   a   hybrid   implicit–explicit Crank–Nicolson finite-difference time-domain method for treatingmultilayered   lossy   thin   slabs.   The   main   advantage   of   this   methodwas  its  capability  to  overcome  certain  late-time  stability  issues  of  theconventional  surface  impedance  boundary condition  approaches.  In  thiscommunication,  we  extend  this  method  to  deal  with  thin  slabs  havingarbitrarily dispersive profiles. This approach is validated with the analysisof  a  spherical  shell  made  of  a  metallic  wire  mesh  whose  macroscopicequivalent   constitutive   parameters   are   derived   from   its   microscopicstructure. The results for the electric field inside the sphere are comparedagainst  the analytical  data  and  show  good  agreement  with  them.},
organization = {Spanish  MINECO,  EU  FEDER,  under  Project  TEC2013-48414-C3-01,  ProjectTEC2016-79214-C3-3-R,   and  Project   TEC2015-68766-REDC},
organization = {J. de  Andalucia,  Spain,  under  GrantP12-TIC-1442},
organization = {AIRBUS  DSthrough  Alhambra-UGRFDTD},
organization = {CSIRC  alhambra.ugr.es Supercomputing  Center},
publisher = {IEEE},
keywords = {Finite differences},
keywords = {Subcell models},
keywords = {Thin-layer modeling},
keywords = {Time domain},
title = {Subgridding Boundary Conditions to Model Arbitrarily Dispersive Thin Planar Materials},
doi = {10.1109/TAP.2018.2862241},
author = {Ruiz-Cabello Núñez, Miguel David and Díaz Angulo, Luis Manuel and Álvarez, Jesús and Rubio Bretones, Amelia Consuelo and González García, Salvador},
}