From Eq. (8.31), one can deduce that the transfer function of the matched filter is given by

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From Eq. (8.31), one can deduce that the transfer function of the matched filter is given by $H(f)=\sin \left(\pi \tau_{0} fight) /\left(\pi \tau_{0} fight)$. Show that

Equation (8.31)
image text in transcribed \[
\int_{-\frac{1}{2 \tau_{0}}}^{\frac{1}{2 \tau_{0}}} H(f) \quad d f=\frac{1}{2 \tau_{0}}
\]

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Radar Systems Analysis And Design Using MATLAB

ISBN: 9780367507930

4th Edition

Authors: Bassem R. Mahafza

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Question Posted: Mar 14, 2024 03:01 AM

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From Eq. (8.31), one can deduce that the transfer function of the matched filter is given by

Question:

x(0;fa)= sin tofa

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Radar Systems Analysis And Design Using MATLAB

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