Comparison of time-domain finite-difference, finite-integration, and integral-equation methods for dipole radiation in half-space environments
In this paper we compare current implementations of commonly used numerical techniques the Finite-Difference Time-Domain (FDTD) method, the Finite-Integration Technique (FIT), and Time-Domain Integral Equations (TDIE) to solve the canonical problem of a horizontal dipole antenna radiating over lossless and lossy half-spaces. These types of environment are important starting points for simulating many Ground Penetrating Radar (GPR) applications which operate in the near-field of the antenna, where the interaction among the antenna, the ground, and targets is important.