Penggunaan Metode FDTD untuk Analisis Gelombang pada Struktur Berbasis Kartesian dan Silinder

Abstract

In this paper, the comparison of wave characteristics between Cartesian and cylindrical coordinate system-based structures was analyzed using finite-difference time-domain (FDTD) method. The use of FDTD method was considered due to its advantage in solving electromagnetics (EM) problems in wide spectrum of frequency and geometry shapes. The analysis was undertaken for three-dimensions (3D) Cartesian and cylindrical coordinate system-based structures with dimension of = 600 mm, = 300 mm, = 1,200 mm, and = 600 mm, =1 °, = 1,200 mm, respectively. A transverse electric (TE) mode excitation of sine wave modulated Gaussian pulse with frequency of 1 GHz was applied for exciting both structures with the direction of propagation wave assumed inaxis. Some scenarios were applied for both structures conditioned with free space, dielectric, and conductive medium. The attenuation rate obtained from three modelling scenarios in Cartesian coordinate system structures were 0.35 Np/m, 0.24 Np/m, and 0.62 Np/m, respectively. Meanwhile the attenuation rates for cylindrical coordinate system structure were 0.35 Np/m, 0.21 Np/m, and 0.40 Np/m. The simulation result for resonant frequency in Cartesian and cylindrical coordinate system structure conditioned with free space were 558.706 MHz and 498.466 MHz, respectively. The resonant frequency obtained from simulation result in Cartesian and cylindrical coordinate system structure conditioned with dielectric medium was similar with the one from theoretical calculation in which the highest error were 2.03% and 0.73%, respectively.

Ground Penetrating Radar Analysis for Detecting Void in Concrete

“…Among several coordinate systems, the Cartesian coordinate system is a coordinate system that is quite simple and is often used. In the Cartesian coordinate system, the grid sizes on all axes, x, , and are homogeneous [12]. GPRMax Simulator is a software that simulates the propagation of electromagnetic waves.…”