|
1:15   |
Opening Remarks |
70.1         |
1:20   |
A Novel Technique To Build Constitutive Matrices for Generalized FDTD Algorithms "M. Marrone, DEEI, University of Trieste, Italy" |
70.2         |
1:40   |
Construction and Properties of Consistent 3D-Subgrids for FIT / FDTD "R. Schuhmann, F. Mayer, T. Weiland, Technische Universität Darmstadt, Germany" |
70.3         |
2:00   |
Stable Space-Time Mortar Finite Element Approach for FDTD Subgridding "M. Wong, France Telecom R&D, M. Bonilla, Université Paris 6, J. Wiart, France Telecom R&D, V. Fouad Hanna, Université Paris 6, France" |
70.4         |
2:20   |
FEMSTER: An Object Oriented Class Library of Discrete Differential Forms "P. Castillo, Lawrence Livermore National Lab, R. N. Rieben, UC Davis, D. A. White, Lawrence Livermore National Lab, USA" |
70.5         |
2:40   |
"A Note on DeRham Diagram, Tree-cotree Splitting, and Schwarz Preconditioners" "J. Lee, OSU, USA" |
70.6         |
3:00   |
Data Structures for Computational Electromagnetics Inherited from Algebraic Topology "P. Kotiuga, Boston University, Department of Electrical and Computer Eng, USA" |
70.7         |
3:20   |
A Discrete Vector Calculus in Tensor Grids "N. Robidoux, Simon Fraser University, Canada, S. Steinberg, University of New Mexico, USA" |
70.8         |
3:40   |
On Grid Subdivisions for the Simplicial Discretization of Maxwell's Equations "F. L. Teixeira, B. He, Ohio State University, USA" |
70.9         |
4:00   |
A Sub-cellular Algorithm for Wire Transmission Lines in the FDTD Method "C. J. Railton, B. Koh, I. J. Craddock, University of Bristol, United Kingdom" |
70.10         |
4:20   |
RF Computations with the Finite Integration Technique (FIT) and the Coupled S-Parameter Calculation (CSC) "U. Van Rienen, H. W. Glock, K. Rothemund, J. Junak, Rostock University, Germany" |
70.11         |
4:40   |
Application of the CFS PML to the FDTD Solution of Wave-Structure Interaction Problems "J.-P. Bérenger, Centre d'Analyse de Défense, France" |
70.12         |
5:00   |
Simulation of Circular Patch Antenna on a Sphere Using the Conformal Finite Difference Time Domain (CFDTD) Algorithm "K. Du, N. Farahat, H. Abdel-Raoul, T. Su, W. Yu, R. Mittra, The Pennsylvania State University, USA" |