Created
October 9, 2018 08:51
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Tikzpicture of ILC schematic
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\begin{figure}[h!] | |
\centering | |
\begin{tikzpicture} | |
\begin{tiny} | |
\bXInput{A} | |
\bXCompSum*{B}{A}{}{-}{}{} | |
\bXLink[$r\quad$]{A}{B} | |
\bXBloc[4]{C}{$C$}{B} | |
\bXLink[$e\qquad$]{B}{C} | |
\bXBranchy[-15]{B-C}{G} | |
\bXBloc{H}{L}{G} | |
\bXLinkyx{B-C}{H} | |
\bXCompSum*{D}{C}{}{}{}{} | |
\bXLink{C}{D} | |
\bXBloc{E}{$G$}{D} | |
\bXLink[$u$]{D}{E} | |
\bXOutput[4]{F}{E} | |
\bXLink[$y\qquad$]{E}{F} | |
\bXReturn{E-F}{B}{} | |
\node [draw, circle,minimum size=1.5em, | |
right of=H,node distance=4em, | |
label=175:${}$,label=-85:${}$, | |
label=85:${}$,bXStyleSum] (I) {}; | |
\node (Iright) at (I.south){}; | |
\node (Ileft) at (I.west){}; | |
\bXLink{H}{I} | |
\bXBranchy[3.5]{I}{J} | |
\bXBloc[-1.5]{K}{$Q$}{J} | |
\bXBranchy[5.5]{K}{L} | |
\bXBloc[-2.45]{M}{\;Memory\;}{L} | |
\draw [bXLineStyle] (I) -- | |
node[name=I-K,near end,right] {} (K); | |
\draw [bXLineStyle] (K) -- | |
node[name=I-K,midway,left] {$f_{j+1}$} (M); | |
\bXLink[\hspace{-2em}$f_j$]{M}{D} | |
\node [right of=M-D, node distance=4em, | |
minimum size=0em](returnM-D) {}; | |
\draw [bXLineStyle] (M-D.west)--(returnM-D.west) | |
|- node[name=M-D-I,near end,right] {} (I); | |
\draw[draw=red,dashed] (0.75,0.5) rectangle ++(4.4,3.75) node[anchor=north east] {\small{ILC}}; | |
\end{tiny} | |
\end{tikzpicture} | |
\label{fig:ILC_schematic} | |
\caption{Schematic of Frequency Domain ILC.} | |
\end{figure} |
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