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Ambiguity function analysis for the chirp diverse waveform (CDW)
By: Wicks, M.C.; Hale, T.B.; Vannicola, V.C.; Antonik, P.;
2000 / IEEE / 0-7803-5776-0
Description
This item was taken from the IEEE Conference ' Ambiguity function analysis for the chirp diverse waveform (CDW) ' We evaluate the radar performance for chirp pulse (linear FM) trains in which the chirp rate is diverse from pulse to pulse. The evaluation consists of deriving the ambiguity function in generalized form for any number of pulses, pulse repetition rate, time bandwidth product, and diversity spread across the pulse train. Since each pulse has a different chirp rate, convolution and factorization cannot provide closed form expressions for the ambiguity functions of interest. However, numerical integration, programmed in MatLab, reveals the effects of the degree of chirp diversity and time bandwidth product on the waveform's ambiguity diagram. The recurrent lobe structure of the three-dimensional ambiguity diagram is of special interest. We present a simple formula for selecting the different chirp rates for particular diversity spreads. We conclude that a dramatic decrease in the range recurrent lobe level occurs as we increase the time bandwidth product and/or degree of chirp diversity.
Related Topics
Range Recurrent Lobe Level
Chirp Diverse Waveform
Radar Performance
Chirp Pulse Trains
Linear Fm Trains
Numerical Integration
Chirp Diversity
Time Bandwidth Product
Three-dimensional Ambiguity Diagram
Chirp Rates
Diversity Spreads
Chirp
Bandwidth
Signal Resolution
Pulse Modulation
Doppler Radar
Genetic Expression
Radar Scattering
Convolution
Power Engineering And Energy
Interference
Fm Radar
Chirp Modulation
Radar Theory
Integration
Engineering
Matlab