Programs in Physics & Physical Chemistry
|[Licence| Download | New Version Template] aejs_v1_0.tar.gz(22734 Kbytes)|
|Manuscript Title: PETOOL: MATLAB-based One-Way and Two-Way Split-Step Parabolic Equation Tool for Radiowave Propagation over Variable Terrain|
|Authors: Ozlem Ozgun, Gökhan Apaydin, Mustafa Kuzuoglu, Levent Sevgi|
|Program title: PETOOL (Parabolic Equation Toolbox)|
|Catalogue identifier: AEJS_v1_0|
Distribution format: tar.gz
|Journal reference: Comput. Phys. Commun. 182(2011)2638|
|Programming language: MATLAB (MathWorks Inc.) 2010a. Partial Differential Toolbox and Curve Fitting Toolbox required.|
|Operating system: Windows XP and Vista.|
|Keywords: PETOOL, electromagnetic propagation, refractivity, ducting, split-step parabolic equation, terrain factors, multipath effects, validation, verification and calibration, MATLAB program.|
Nature of problem:
Simulation of radio-wave propagation over variable terrain on the Earth's surface, and through homogeneous and inhomogeneous atmosphere.
The program implements one-way and two-way Split-Step Parabolic Equation (SSPE) algorithm, with wide-angle propagator. The SSPE is, in general, an initial-value problem starting from a reference range (typically from an antenna), and marching out in range by obtaining the field along the vertical direction at each range step, through the use of step-by-step Fourier transformations. The two-way algorithm incorporates the backward-propagating waves into the standard one-way SSPE by utilizing an iterative forward-backward scheme for modeling multipath effects over a staircase-approximated terrain.
This is the first software package implementing a recursive forward-backward SSPE algorithm to account for the multipath effects during radio-wave propagation, and enabling the user to easily analyze and visualize the results of the two-way propagation with GUI capabilities.
Problem dependent. Typically, it is about 1.5 msec (for conducting ground) and 4msec (for lossy ground) per range step for a vertical field profile of vector length 1500, on Intel Core 2 Duo 1.6 GHz with 2 GB RAM under Windows Vista.
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