Calculation of Scattering from Square Metallic Cylinder Using Method of Moments
Implementation of Method of Moments for computing scattered fields from square metallic cylinders with Radar Cross Section (RCS) calculation
MATLAB Radar Echo Simulation Package
A comprehensive MATLAB radar echo simulation package featuring subroutines for modeling target Radar Cross Section (RCS) under chi-square, Rayleigh, and log-normal distributions, with implementation details for statistical modeling and signal processing.
Calculation of 2D Metallic Square Cylinder Scattering Field RCS Using FDTD Method
This MATLAB program implements the Finite-Difference Time-Domain (FDTD) algorithm to compute the Radar Cross Section (RCS) of a 2D metallic square cylinder. The implementation features Uniaxial Perfectly Matched Layer (UPML) absorbing boundary conditions and Gaussian pulse source excitation. This code serves as an excellent educational resource for understanding key FDTD components including source implementation, near-to-far-field transformation, and boundary condition configuration.
FDTD Algorithm Implementation for Calculating 2D Conductor Square Cylinder Scattering Field RCS
A MATLAB program utilizing FDTD algorithm to compute Radar Cross Section (RCS) of 2D conductor square cylinder scattering field. The implementation features UPML absorbing boundary conditions and Gaussian pulse source excitation, providing practical insights into FDTD methodologies including source incorporation, near-to-far-field transformation, and boundary condition configuration.
Calculating Radar Cross Section (RCS) of Spherical-Capped Cones
A computational program for determining the RCS of spherical-capped cones, accepting inputs such as frequency, observation angle, and geometric dimensions to generate corresponding RCS values. This reference implementation, originally provided by my professor, demonstrates electromagnetic scattering calculations through algorithmic approaches suitable for radar cross-section analysis. The code typically incorporates high-frequency approximation methods like Physical Optics or Geometrical Theory of Diffraction to handle complex wave-object interactions.