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Car simulation using matlab, college study notes - Car simulation, Study notes of Mathematical Modeling and Simulation

Study Notes. This module explains how the car simulation is implemented in Matlab. Car Simulation Using Matlab, Connexions Web site. http://cnx.org/content/m12576/1.2/, Dec 23, 2004. Car Simulation, Using Matlab, Simulates, Subsequent, Doppler, Essentially, Gaussian, Fourier, Spectrum, Vector, Radar gun, Jamming programs, Various, Methods

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2011/2012

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Connexions module: m12576 1
Car Simulation Using Matlab
Lynn Le
This work is produced by The Connexions Project and licensed under the
Creative Commons Attribution License
Abstract
This module explains how the car simulation is implemented in Matlab.
1 Car Simulation
The car program simulates the reection and subsequent Doppler shift of the signal coming o the car. The
program will take in a certain frequency (measured in GHz) and the angle at which the car is traveling
relative to the police vehicle. The car program essentially takes the Gaussian pulse generated by the radar
gun, and uses the Fourier transform to compute the shifted pulse from the car, adds in the unshifted reection
from the background, then adds in random noise from these frequency ranges. This results in a frequency
spectrum. An example is shown below.
Version 1.2: Dec 23, 2004 11:24 am US/Central
http://creativecommons.org/licenses/by/2.0/
http://cnx.org/content/m12576/1.2/
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Connexions module: m12576 1

Car Simulation Using Matlab

Lynn Le

This work is produced by The Connexions Project and licensed under the Creative Commons Attribution License †

Abstract This module explains how the car simulation is implemented in Matlab.

1 Car Simulation

The car program simulates the reection and subsequent Doppler shift of the signal coming o the car. The program will take in a certain frequency (measured in GHz) and the angle at which the car is traveling relative to the police vehicle. The car program essentially takes the Gaussian pulse generated by the radar gun, and uses the Fourier transform to compute the shifted pulse from the car, adds in the unshifted reection from the background, then adds in random noise from these frequency ranges. This results in a frequency spectrum. An example is shown below.

∗Version 1.2: Dec 23, 2004 11:24 am US/Central †http://creativecommons.org/licenses/by/2.0/

http://cnx.org/content/m12576/1.2/

Connexions module: m12576 2

Figure 1

In order to simulate the normal functions of the police radar gun, this vector can be fed directly into the police program. In order to study the jamming programs, this vector can be run through the three jam programs to simulate the spectrums that result from the various methods of jamming.

http://cnx.org/content/m12576/1.2/