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% 2026 Prof. Dr. Matthias Jung (DL9MJ)
\begin{tikzpicture}
\draw(0,0) coordinate(start)
to [sinusoidal voltage source] (0,2)
to [short] ++(1,0)
to [short, -o] ++(0,-0.5) coordinate(l1);
\draw(start)
to [short] ++(1,0)
to [short, -o] ++(0,+0.5) coordinate(l2);
%
\draw[very thick](l1) to [short, o-o] ++(5,0) coordinate(l3);
\draw[very thick](l2) to [short, o-o] ++(5,0) coordinate(l4);
%
\draw[short, DARCgreen] (l3) to [short, l_={$R_\mathrm{a}=0$}] (l4);
%
\draw(l1) to [open] ++(0,-2.5) coordinate(s1);
%
\draw[-Triangle] (s1) -- ++(5.5,0);
%
\def\x{0.5}
%
\draw[DARCred] (s1)
sin ++(+1,+1*\x) coordinate(sinus)
cos ++(+1,-1*\x)
sin ++(+1,-1*\x)
cos ++(+1,+1*\x)
sin ++(+1,+1*\x)
;
\draw[DARCblue] (s1) ++(0,-1*\x)
cos ++(+1,+1*\x)
sin ++(+1,+1*\x) coordinate(cosius)
cos ++(+1,-1*\x)
sin ++(+1,-1*\x)
cos ++(+1,+1*\x)
;
%
\draw[DARCred] (sinus) -- ++(0.5*\x,0.5*\x) node[right] {$I$};
\draw[DARCblue] (cosius) -- ++(0.5*\x,0.5*\x) node[right] {$U$};
%
\draw(s1)
++(0,-1) node[](){$R=\infty$}
++(+1,0) node[](){$R=0$}
++(+1,0) node[](){$R=\infty$}
++(+1,0) node[](){$R=0$}
++(+1,0) node[](){$R=\infty$}
++(+1,0) node[](){$R=0$};
%
\draw(s1)
++(0,-1.5) coordinate(s2)
++(1,0) coordinate(s3)
++(1,0) coordinate(s4)
++(1,0) coordinate(s5)
++(1,0) coordinate(s6)
++(1,0) coordinate(s7);
% 1:[color], 2:[top], 3:start, 4:end, 5:shift, 6:rotate, 7:text
\DARCmeasure{s2}{s3}{0,0}{0}{$\frac{\lambda}{4}$}
\DARCmeasure{s3}{s4}{0,0}{0}{$\frac{\lambda}{4}$}
\DARCmeasure{s4}{s5}{0,0}{0}{$\frac{\lambda}{4}$}
\DARCmeasure{s5}{s6}{0,0}{0}{$\frac{\lambda}{4}$}
\DARCmeasure{s6}{s7}{0,0}{0}{$\frac{\lambda}{4}$}
\end{tikzpicture}