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des fenêtres} + \end{center} +\end{figure} -\newpage Pour caractériser les fenêtres, on utilise les paramètres suivants : \begin{itemize} \item Niveau de lobe secondaire : $N_S = 20\log(A_1/A_0)$ où $A_0$ amplitude du lobe principal et $A_1$ amplitude du lobe secondaire @@ -341,7 +345,7 @@ Pour caractériser les fenêtres, on utilise les paramètres suivants : \renewcommand{\arraystretch}{1.5} \begin{tabular}{|c|c|c|c|c|c|} \hline -& Rectangulaire & Triangulaire & Hamming & Hanning & Blackmann-Harris \\ +& Rect & Tria & Hamming & Hanning & B-H \\ \hline & & & $0.54+0.46\cos(\frac{\pi n}{N_0})$ & $0.5+0.5\cos(\frac{\pi n}{N_0})$ & $0.42 + 0.5 \cos(\frac{\pi n}{N_0}) + 0.08\cos(\frac{2\pi n}{N_0})$ \\ \hline @@ -354,9 +358,6 @@ FWHM & $\frac{2}{2N_0 +1}$ & $\frac{4}{2N_0 +1}$ & $\frac{4}{2N_0 +1}$ & $\frac{ Il y a donc un compromis entre amplitude des oscillations (risque de déstabilisation) et bande passante (rapidité du filtre) à réaliser. - - - \end{document} %%% Local Variables: diff --git a/433-Electronique_transmission_numerique/cours/main.tex b/433-Electronique_transmission_numerique/cours/main.tex index bd7f836..f4a3424 100644 --- a/433-Electronique_transmission_numerique/cours/main.tex +++ b/433-Electronique_transmission_numerique/cours/main.tex @@ -72,7 +72,8 @@ Il y a donc un compromis à faire entre bande passante et rapport signal sur bru \subfile{chap2.tex} \section{Filtre numériques (échantillonnés)} \subfile{chap3.tex} - +\section{Conversion Analogique-Numérique et Numérique-Analogique} +\subfile{chap4.tex} \end{document}