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Matthias Jung
2026-08-09 11:26:55 +02:00
parent c31e7b6357
commit 4ad7f18bea
4 changed files with 203 additions and 1 deletions
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contents/drawings/1097.tex
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% Author: Dr. Matthias Jung, DL9MJ
% Year: 2022
\begin{filecontents*}{sql.csv}
a, b
0,4.5
1,4.3
2,4.5
3,4.2
4,3.8
5,4.5
6,4.2
7,4.0
8,14
9,10
10,15
11,9
12,16
13,11
14,16
15,10
16,15
17,9
18,16
19,9
20,16
21,4.5
22,5
23,4.2
24,3.8
25,4.5
26,4.2
27,4.5
28,5
29,4.2
30,3.8
31,4.5
32,4.2
33,4.5
34,5
35,4.2
36,3.8
37,4
38,7
39,5
40,8
41,5
42,8
43,6
44,8
45,6
46,8
47,5
48,8
49,6
50,8
51,4.5
52,4.5
53,4.2
54,3.8
55,4.5
56,4.2
57,4.3
58,4.2
59,4.4
60,4.1
\end{filecontents*}
\pgfkeys{/pgf/number format/.cd,1000 sep={}}
\begin{tikzpicture}
\begin{axis}[
axis lines=center,
axis line style={-Triangle},
width=\linewidth,
height=6cm,
xmin=0,
xmax=60,
ymin=0,
ymax=20,
ticks=none,
xlabel={$t$},
xlabel style={anchor=north},
ylabel={$U$},
ylabel style={anchor=east},
]
\addplot[smooth, draw=DARCblue, thick] table [x=a, y=b, col sep=comma] {sql.csv};
\draw[DARCblue](axis cs: 14,18) node[](){Signal};
\draw[DARCblue](axis cs: 30,2) node[](){Rauschen};
\draw[Triangle-Triangle, DARCred] (axis cs: 28,5.25) -- (axis cs: 28,16) node[midway, right](){SNR};
\end{axis}
\end{tikzpicture}
contents/drawings/1097.txt
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contents/sections/snr_rauschzahl.md
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@@ -1,4 +1,8 @@
Das Signal-to-Noise Ratio (SNR) ist definiert als das Verhältnis von Nutzsignal zu Rauschsignal (Noise). Je höher das SNR eines empfangenen Signals ist, desto mehr hebt sich das Nutzsignal vom Rauschen bei gegebener Bandbreite ab.
Das Signal-to-Noise Ratio (SNR) ist definiert als das Verhältnis von Nutzsignal zu Rauschsignal (Noise), wie in Abbildung [ref:a_snr] dargestellt. Je höher das SNR eines empfangenen Signals ist, desto mehr hebt sich das Nutzsignal vom Rauschen bei gegebener Bandbreite ab.
<margin>
[picture:1097:a_snr:Signal-to-Noise Ratio (SNR)]
</margin>
[question:AF227]