Electromagnetic Waves in Complex Environments: A Tribute to Leopold B. Felsen
JUNE 2007| VOLUME 55|NUMBER 6
Guest EditorialS. Maci, E. Heyman, and H. L. Bertoni
PAPERS
Fundamental EM Theory
The Forward-Scattering Theorem Applied to the Scattering DyadicC. E. Baum
Internal Energy, Q-Energy, Poynting’s Theorem, and the Stress Dyadic in Dispersive MaterialA. D. Yaghjian
Complex Media
Modelling of Wave Propagation in Wire Media Using Spatially Dispersive Finite-Difference Time-Domain Method:Numerical AspectsY. Zhao, P. A. Belov, and Y. Hao
Molding Left- or Right-Handed Metamaterials by Stacked Cutoff Metallic Hole ArraysM. Beruete, I. Campillo, M. Navarro-Cía, F. Falcone, and M. Sorolla Ayza
Scattering and Diffraction
A Time Domain Formulation of the Uniform Geometrical Theory of Diffraction for Scattering From a Smooth Convex SurfaceP. R. Rousseau, P. H. Pathak, and H.-T. Chou
Phase Space Gaussian Beam Summation Analysis of Half Plane DiffractionM. Katsav and E. Heyman
Exact Scattering by Isorefractive Paraboloidal RadomesJ. Liang and P. L. E. Uslenghi
Scattering Properties of One-Dimensional Aperiodically-Ordered Strip Arrays Based on Two-Symbol Substitutional SequencesV. Galdi, G. Castaldi, V. Pierro, I. M. Pinto, and L. B. Felsen
Beam Transmission Through Periodic Subwavelength Hole StructuresV. Lomakin and E. Michielssen
Wave Propagation in Complex Environment
A Review of Progress in FDTD Maxwell’s Equations Modeling of Impulsive Subionospheric Propagation Below 300 kHzJ. J. Simpson and A. Taflove
Groundwave Modeling and Simulation Strategies and Path Loss Prediction Virtual ToolsL. Sevgi
Collimated Beam Wave Pulse Propagation and Scattering in Vegetation Using Scalar Transport TheoryG. M. Whitman, F. K. Schwering, and M. Y.-C. Wu
Solution for the Fourth Moment Equation of Waves in Random Continuum Under Strong Fluctuations: General Theory and Plane WaveZ.-W. Xu, J. Wu, Z.-S. Wu, and Q. Li
Imaging of a Target Through Random Media Using a Short-Pulse Focused BeamA. Ishimaru, S. Jaruwatanadilok, and Y. Kuga
Green’s Function Representation
Comparative Analysis of Acceleration Techniques for 2-D and 3-D Green’s Functions in Periodic Structures Along One and Two DirectionsG. Valerio, P. Baccarelli, P. Burghignoli, and A. Galli
Comparison of Methods for Calculating the Field Excited by a Dipole Near a 2-D Periodic MaterialF. Capolino, D. R. Jackson, D. R. Wilton, and L. B. Felsen
Time Domain Weyl’s Identity and the Causality Trick Based Formulation of the Time Domain Periodic Green’s FunctionJ. Gao and B. Shanker
Network Based Field Representation
Generalized Network Formulation: Application to Flange—Mounted Radiating WaveguidesM. Mongiardo, C. Tomassoni, and P. Russer