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-rw-r--r--buch/papers/ellfilter/tikz/cd2.tikz.tex14
1 files changed, 7 insertions, 7 deletions
diff --git a/buch/papers/ellfilter/tikz/cd2.tikz.tex b/buch/papers/ellfilter/tikz/cd2.tikz.tex
index 0743f7d..425db95 100644
--- a/buch/papers/ellfilter/tikz/cd2.tikz.tex
+++ b/buch/papers/ellfilter/tikz/cd2.tikz.tex
@@ -5,9 +5,9 @@
\tikzset{pole/.style={cross out, draw=black, minimum size=(0.15cm-\pgflinewidth), inner sep=0pt, outer sep=0pt}}
- \begin{scope}[xscale=1.25, yscale=2.5]
+ \begin{scope}[xscale=1.25, yscale=3.5]
- \draw[gray, ->] (0,-0.75) -- (0,1.25) node[anchor=south]{$\mathrm{Im}~z_1$};
+ \draw[gray, ->] (0,-0.55) -- (0,1.05) node[anchor=south]{$\mathrm{Im}~z_1$};
\draw[gray, ->] (-1.5,0) -- (6,0) node[anchor=west]{$\mathrm{Re}~z_1$};
\draw[gray] ( 1,0) +(0,0.05) -- +(0, -0.05) node[inner sep=0, anchor=north] {\small $K_1$};
@@ -35,12 +35,12 @@
% \node[] at (2.5, 0.25) {\small $N=3$};
\fill[orange!30] (0,0) rectangle (5, 0.5);
- \fill[yellow!30] (0,0) rectangle (1, 0.5);
+ % \fill[yellow!30] (0,0) rectangle (1, 0.1);
\node[] at (2.5, 0.25) {\small $N=5$};
\draw[decorate,decoration={brace,amplitude=3pt,mirror}, yshift=0.05cm]
- (5,0.5) node(t_k_unten){} -- node[above, yshift=0.1cm]{$NK$}
+ (5,0.5) node(t_k_unten){} -- node[above, yshift=0.1cm]{$NK_1$}
(0,0.5) node(t_k_opt_unten){};
\draw[decorate,decoration={brace,amplitude=3pt,mirror}, xshift=0.1cm]
@@ -63,9 +63,9 @@
- \draw[thick, ->, darkgreen] (5, 0) -- node[yshift=-0.5cm]{Durchlassbereich} (0,0);
- \draw[thick, ->, orange] (-0, 0) -- node[align=center]{Übergangs-\\berech} (0,0.5);
- \draw[thick, ->, red] (0,0.5) -- node[align=center, yshift=0.5cm]{Sperrbereich} (5, 0.5);
+ \draw[ultra thick, ->, darkgreen] (5, 0) -- node[yshift=-0.5cm]{Durchlassbereich} (0,0);
+ \draw[ultra thick, ->, orange] (-0, 0) -- node[align=center]{Übergangs-\\berech} (0,0.5);
+ \draw[ultra thick, ->, red] (0,0.5) -- node[align=center, yshift=0.7cm]{Sperrbereich} (5, 0.5);
\draw (4,0 ) node[dot]{} node[anchor=south] {\small $1$};
\draw (2,0 ) node[dot]{} node[anchor=south] {\small $-1$};