Spelling suggestions: "subject:"[een] RADAR SIMULATION"" "subject:"[enn] RADAR SIMULATION""
1 |
[en] RADAR SIMULATION SYSTEM / [pt] SISTEMA DE SIMULAÇÃO DE RADARCARMEN LUCIA DE CARVALHO OLIVEIRA 04 August 2006 (has links)
[pt]
Este trabalho especifica um Sistema de Simulação Radar
desenvolvido na linguagem de programação C, tendo como
aplicação a área militar. Visa a análise, simulação,
monitoração e avaliação de sinais na interação de Sistemas
Radar e Sistemas de Contra Medidas Eletrônicas (CME).
A flexibilidade e a modularidade do Sistema de Simulação
Radar proposto objetivam a descrição realista do
comportamento de diversos radares modernos. A escolha
correta da forma de onda e a definição do modelo de radar
mais adequado a uma determinada aplicação são considerados
fatores essenciais para a utilização eficaz do Sistema de
Simulação proposto.
Como abordagem preliminar à implementação do Sistema de
Simulação, o presente trabalho apresenta um estudo das
formas de onda de radar e de alguns radares modernos de
maior interesse. / [en] A Radar Simulation System hás been developed on the C
programming Language. Its application is addressed to the
military fiels and deals with the analysys, simulation,
monitoring, and evaluation of signals in the interaction
of Radar and eletronic Counter Measure Systems (ECM).
The flexibilitu and modularity of the proposed Radar
Simulation System is aimed at the realistic description of
the behavior of many modern radars. The choice of the
radar waveform and the definition of the appropriated
radar model to a specific application are considered
essential factors to an effective utilization of the
proposed Radar Simulation System.
Radar waveforms and modern radars considered of great
interest have been presented as an introductory approach
to the implementation of the Radar Simulation System.
|
2 |
Radar Propagation Modelling Using The Split Step Parabolic Equation MethodTurkboylari, Alpaslan 01 January 2004 (has links) (PDF)
This document describes radar propagation modelling using split step parabolic wave equation (PWE) method. A computer program using Fourier split-step (FSS) marching technique is developed for predicting the electromagnetic wave propagation in troposphere. The program allows specification of frequency, polarization, antenna radiation pattern, antenna altitude, elevation angle and terrain profile. Both staircase terrain modelling and conformal mapping are used to model the irregular terrain. Mixed Fourier transform is used to implement the impedance boundary conditions. The conditions and the limits of different approximations are stated. The propagation code, RPPT (Radar Propagation Prediction Tool) is developed in Matlab 6.0 with a user friendly GUI. Different PWE methods can be selected in RPPT for different applications. The results are presented as one-way propagation factor and path loss in decibels versus range.Comparisons are made between different PWE techniques and other propagation models to demonstrate the ability and accuracy of the present model to accommodate various situations. It is assumed that the reader is familiar with the tropospheric propagation.
|
3 |
Measurement correlation in a target tracking system using range and bearing observationsPistorius, Morne 12 1900 (has links)
Thesis (MSc (Mathematical Sciences. Applied Mathematics))--University of Stellenbosch, 2006. / In this work we present a novel method to do measurement correlation between
target observations made by two ormore radar systems. Some of the most common
radar sensors available are those measuring only range (distance to the target) and
bearing (azimuth angle). We use these measurements to determine the correlation
between two di¤erent sensors observing the same target. As a by-product of the
correlation algorithm, we nd a way to estimate the target height for a target
observed by at least two radar sensors. The correlation method is expounded
upon, where we discuss measurement correlation for moving targets. Targets are
tracked using a Kalman Filter, and correlation is done between new observations
and existing target tracks. Finally, the correlation algorithm is implemented in
an interactive 3D computer simulation. Results obtained indicate a high success
rate, with false correlations only obtained where sensor accuracy is the limiting
factor.
|
Page generated in 0.0529 seconds