File:Schemat FIR tradycyjny.svg
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editDescriptionSchemat FIR tradycyjny.svg |
Polski: Tradycyjna struktura filtru SOI N-tego rzędu. Rysunek sporządzono na podstawie książki „Wprowadzenie do cyfrowego przetwarzania sygnałów” Richarda G. Lyonsa, s. 215. Zobacz też równoważną strukturę przekształconą tego filtru. |
Date | |
Source | Own work |
Author | jdx |
Other versions | |
LaTeX source InfoField | click to expand
\documentclass[tikz]{standalone}
\usetikzlibrary{shapes.geometric, arrows}
\tikzstyle{dspsquare}=[rectangle, thick, draw=black, fill=gray!10, minimum size=1cm]
\tikzstyle{dspcircle}=[circle, thick, draw=black, fill=gray!10, minimum size=1cm]
\tikzstyle{dsptriangle}=[isosceles triangle, thick, draw=black, fill=gray!10, minimum size=1cm]
\tikzstyle{dspjoint}=[fill, draw=black, shape=circle, minimum size=3pt, inner sep=0]
\tikzstyle{dspio}=[draw=black, shape=circle, minimum size=5pt, inner sep=0]
\begin{document}
\begin{tikzpicture}[>=triangle 45]
\matrix(m1) [row sep=5mm, column sep=5mm]
{
\node[dspio, label=left:$x(n)$] (m00) {}; &
\node[dspjoint] (m01) {}; &
\node[dspsquare] (m02) {$z^{-1}$}; &
\node[dspjoint] (m03) {}; &
\node[dspsquare] (m04) {$z^{-1}$}; &
\node[dspjoint] (m05) {}; &
\node[inner sep=0] (m06) {}; &
\node[inner sep=0] (m07) {}; &
\node[dspsquare] (m08) {$z^{-1}$}; &
\node (m09) {}; &
\node (m0a) {}; \\
%------------------------------------------------------------------------------
\node (m10) {}; &
\node[dsptriangle, shape border rotate=270] (m11) {$b_0$}; &
\node (m12) {}; &
\node[dsptriangle, shape border rotate=270] (m13) {$b_1$}; &
\node (m14) {}; &
\node[dsptriangle, shape border rotate=270] (m15) {$b_2$}; &
\node (m16) {}; &
\node (m17) {}; &
\node (m18) {}; &
\node[dsptriangle, shape border rotate=270] (m19) {$b_N$}; &
\node (m1a) {}; \\
%------------------------------------------------------------------------------
\node (m20) {}; &
\node (m21) {}; &
\node (m22) {}; &
\node[dspcircle] (m23) {$+$}; &
\node (m24) {}; &
\node[dspcircle] (m25) {$+$}; &
\node[inner sep=0] (m26) {}; &
\node[inner sep=0] (m27) {}; &
\node[inner sep=0] (m28) {}; &
\node[dspcircle] (m29) {$+$}; &
\node[dspio, label=right:$y(n)$] (m2a) {}; \\
%------------------------------------------------------------------------------
};
\draw[->] (m00) -- (m02);
\draw[->] (m01) -- (m11);
\draw[->] (m02) -- (m04);
\draw[->] (m03) -- (m13);
\draw[-] (m04) -- (m05);
\draw[->] (m05) -- (m15);
\draw[-] (m05) -- (m06);
\draw[-, densely dashed] (m06) -- (m08);
\draw[->] (m08) -| (m19);
\draw[->] (m11) |- (m23);
\draw[->] (m13) -- (m23);
\draw[->] (m23) -- (m25);
\draw[->] (m15) -- (m25);
\draw[-] (m25) -- (m26);
\draw[-, densely dashed] (m26) -- (m28);
\draw[->] (m28) -- (m29);
\draw[->] (m19) -- (m29);
\draw[-] (m29) -- (m2a);
\end{tikzpicture}
\end{document}
|
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Date/Time | Thumbnail | Dimensions | User | Comment | |
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current | 16:36, 18 July 2015 | ![]() | 523 × 156 (24 KB) | Jdx (talk | contribs) | {{Information |Description ={{pl|1=Tradycyjna struktura filtru SOI. Rysunek sporządzono na podstawie książki „Wprowadzenie do cyfrowego przetwarzania sygnałów” Richarda G. Lyonsa, s. 215. Zo... |
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