Compare commits

..

10 Commits

Author SHA1 Message Date
Matthias Biermann f202fef813 update gitignore 2023-10-07 16:38:55 +02:00
Matthias Biermann 979752e520 clean repo 2023-10-07 16:38:36 +02:00
Matthias Biermann de760f87c3 fix pipeline 2023-10-07 16:35:45 +02:00
Matthias Biermann 1f2d9364aa fix pipeline 2023-10-07 16:20:19 +02:00
Matthias Biermann 7db8442230 fix pipeline 2023-10-07 16:16:31 +02:00
Matthias Biermann 81008c8cb9 fix pipeline 2023-10-07 16:12:50 +02:00
Matthias Biermann ab08a6be84 updat .gitlab-ci.yml file 2023-10-07 15:50:19 +02:00
Matthias Biermann b31e004a2f add automatic externalization if TikZ figures 2023-10-07 15:46:48 +02:00
Matthias Biermann 50a2495cf7 update graphs in section 1.3 2023-10-07 15:04:27 +02:00
Matthias Biermann 0a54ec79ee update Leerlauf graph 2023-10-07 14:00:41 +02:00
16 changed files with 7774 additions and 450 deletions
+5 -3
View File
@@ -3,9 +3,11 @@ image: registry.gitlab.com/islandoftex/images/texlive:latest
build:
script:
- cd Auswertung
- pdflatex Vorlage_main.tex
- pdflatex Vorlage_main.tex
- pdflatex Vorlage_main.tex
- mkdir build
- mkdir build/figures
- pdflatex -shell-escape Vorlage_main.tex
- pdflatex -shell-escape Vorlage_main.tex
- pdflatex -shell-escape Vorlage_main.tex
after_script:
- cat Auswertung/Vorlage_main.log
artifacts:
+2
View File
@@ -0,0 +1,2 @@
$latex = 'latex -interaction=nonstopmode -shell-escape';
$pdflatex = 'pdflatex -interaction=nonstopmode -shell-escape';
+1 -9
View File
@@ -4,7 +4,7 @@ Im Folgenden werden die Messungen der Signalreflexion bei Leerlauf, Kurzschluss
\begin{figure}[H]
\centering
\makebox[\textwidth][c]{\includegraphics[width=1.2\textwidth]{2_1_Reflexion_bei_Leerlauf.png}}
\makebox[\textwidth][c]{\input{plots/Leerlauf.tex}}
\caption{Reflexion bei Leerlauf}
\label{fig:abb1}
\end{figure}
@@ -18,14 +18,6 @@ Die Abbildung~\ref{fig:abb1} zeigt eine Reflexion einer Signalwelle auf einer Le
\label{fig:abb2}
\end{figure}
Bei der Reflexion mit einem kurzgeschlossenen Ende der Leitung ergibt sich ein Phasensprung der reflektierten Welle um $\pi$. Aus diesem Grund findet eine Auslöschung~\ref{fig:abb2} der sich überlagernden Wellen statt.
\begin{figure}[H]
\centering
\input{plots/Kurzschluss2.tex}
\caption{Reflexion bei Kurzschluss}
\label{fig:abb10}
\end{figure}
Bei der Reflexion mit einem kurzgeschlossenen Ende der Leitung ergibt sich ein Phasensprung der reflektierten Welle um $\pi$. Aus diesem Grund findet eine Auslöschung~\ref{fig:abb2} der sich überlagernden Wellen statt.
\begin{figure}[H]
+4 -3
View File
@@ -1,9 +1,10 @@
\subsection{Ermittlung der Signalverfälschung bei unterschiedlichen Abschlusswiderständen}
In diesem Abschnitt werden drei Diagramme dargestellt. Es behandelt die Signalverfälschung bei unterschiedlichen Abschlusswiderständen, in diesem Fall bei Leerlauf, Kurzschluss und mit einem $50~\unit{\ohm}$ Widerstand.
\begin{figure}[H]
\centering
\makebox[\textwidth][c]{\includegraphics[width=1.2\textwidth]{2_3_Leerlauf.png}}
\makebox[\textwidth][c]{\input{plots/1_3_Leerlauf.tex}}
\caption{Signalverfälschung bei Leerlauf}
\label{fig:abb4}
\end{figure}
@@ -12,7 +13,7 @@ Die Abbildung~\ref{fig:abb4} zeigt das Verhalten bei Leerlauf. Rot gezeichnet ka
\begin{figure}[H]
\centering
\makebox[\textwidth][c]{\includegraphics[width=1.2\textwidth]{2_3_Kurzschluss.png}}
\makebox[\textwidth][c]{\input{plots/1_3_Kurzschluss.tex}}
\caption{Signalverfälschung bei Kurzschluss}
\label{fig:abb5}
\end{figure}
@@ -21,7 +22,7 @@ In Abbildung~\ref{fig:abb5} wird das Verhalten bei Kurzschluss dargestellt. Es s
\begin{figure}[H]
\centering
\makebox[\textwidth][c]{\includegraphics[width=1.2\textwidth]{2_3_50Ohm.png}}
\makebox[\textwidth][c]{\input{plots/1_3_Endwiderstand.tex}}
\caption{Signalverfälschung bei 50~\unit{\ohm}}
\label{fig:abb6}
\end{figure}
-4
View File
@@ -1,4 +0,0 @@
Temperatur, Geschwindigkeit, Höhe, Länge, Breite
5,5,2,5,2
2,3,5,6,7
1,4,3,2,1
1 Temperatur Geschwindigkeit Höhe Länge Breite
2 5 5 2 5 2
3 2 3 5 6 7
4 1 4 3 2 1
-3
View File
@@ -1,3 +0,0 @@
\section{1. Einleitung}
\vspace{1cm}
In dem Versuch V5
-3
View File
@@ -1,3 +0,0 @@
\begin{document}
\end{document}
+4 -3
View File
@@ -39,12 +39,13 @@
\DeclareUnicodeCharacter{2212}{}
\usepgfplotslibrary{groupplots,dateplot}
\usetikzlibrary{patterns,shapes.arrows}
\pgfplotsset{compat=newest, width=1.1\textwidth, height=0.55\textwidth}
\pgfplotsset{compat=newest, width=\textwidth, height=0.55\textwidth} % Größe anpassen
\pgfplotsset{/pgf/number format/1000 sep=} % Tausendertrennzeichen entfernen
% PFG Plots einmal erstellen und wiederverwenden, reduziert die Kompilierzeit
\usepgfplotslibrary{external}
% \tikzsetexternalprefix{figures/}
% \tikzexternalize
\tikzsetexternalprefix{build/figures/}
\tikzexternalize
\newdateformat{mydate}{\THEDAY.\ \monthname[\THEMONTH], \THEYEAR} % Datum im gewünschten Format
File diff suppressed because it is too large Load Diff
File diff suppressed because it is too large Load Diff
File diff suppressed because it is too large Load Diff
+1 -1
View File
@@ -8,7 +8,7 @@
\begin{axis}[
tick align=outside,
tick pos=left,
title={\textbf{Reflexion bei Kurzschluss (Option 1)}},
title={\textbf{Reflexion bei Kurzschluss}},
x grid style={darkgray176},
xlabel={Zeit $t~[\unit{\ns}]$},
xmajorgrids,
-210
View File
@@ -1,210 +0,0 @@
% This file was created with tikzplotlib v0.10.1.
\begin{tikzpicture}
\definecolor{darkgray176}{RGB}{176,176,176}
\definecolor{darkorange25512714}{RGB}{255,127,14}
\definecolor{steelblue31119180}{RGB}{31,119,180}
\begin{axis}[
width=0.95\textwidth,
height=0.5\textwidth,
tick align=outside,
tick pos=left,
title={\textbf{Reflexion bei Kurzschluss (Option 2)}},
x grid style={darkgray176},
xlabel={Zeit $t~[\unit{\ns}]$},
xmajorgrids,
xmin=0, xmax=170,
xtick style={color=black},
y grid style={darkgray176},
ylabel={Spannung $U~[\unit{\V}]$},
ymajorgrids,
ymin=-1.8, ymax=2.4,
ytick style={color=black}
]
\legend{Anfang, Ende}
\addplot [thick, steelblue31119180, mark=*, mark size=1, mark options={solid}]
table {%
-1.11759805679321 -0.0627000331878662
0.884070038795471 0
2.88573813438416 0.0313999652862549
4.88740634918213 0.0627000331878662
6.88907432556152 0.0313999652862549
8.89074230194092 0
10.8924102783203 -0.0940999984741211
12.8940782546997 -0.125499963760376
14.8957462310791 -0.0940999984741211
16.8974151611328 0
18.8990821838379 0.0627000331878662
20.9007511138916 0.125499963760376
22.9024181365967 0.0940999984741211
24.9040870666504 0
26.9057540893555 -0.188199996948242
28.9074230194092 -0.313699960708618
30.9090900421143 -0.282400012016296
32.910758972168 0
34.912425994873 0.439200043678284
36.9140968322754 1.00390005111694
38.9157638549805 1.5686000585556
40.9174308776855 2.00780010223389
42.9190979003906 2.13330006599426
44.920768737793 2.00780010223389
46.922435760498 1.63139998912811
48.9241027832031 1.19219994544983
50.9257698059082 0.752900004386902
52.9274406433105 0.439200043678284
54.9291076660156 0.219599962234497
56.9307746887207 0.125499963760376
58.932445526123 0.0940999984741211
60.9341125488281 0.0627000331878662
62.9357795715332 0.0940999984741211
64.9374465942383 0.0940999984741211
66.9391174316406 0.0627000331878662
68.9407806396484 0.0313999652862549
70.9424514770508 0.0313999652862549
72.9441223144531 0.0313999652862549
74.9457855224609 0
76.9474563598633 0
78.9491271972656 0
80.9507904052734 0.0313999652862549
82.9524612426758 0.0313999652862549
84.9541320800781 0.0313999652862549
86.9557952880859 0
88.9574661254883 0
90.9591293334961 -0.0313999652862549
92.9608001708984 -0.0627000331878662
94.9624710083008 -0.0313999652862549
96.9641342163086 0.0313999652862549
98.9658050537109 0.0627000331878662
100.967475891113 0.0940999984741211
102.969139099121 0.0627000331878662
104.970809936523 0.0313999652862549
106.972480773926 -0.0627000331878662
108.974143981934 -0.125499963760376
110.975814819336 -0.125499963760376
112.977478027344 0
114.979148864746 0.125499963760376
116.980819702148 0.188199996948242
118.982482910156 0.15690004825592
120.984153747559 -0.0313999652862549
122.985824584961 -0.439200043678284
124.987487792969 -0.909800052642822
126.989158630371 -1.34899997711182
128.990829467773 -1.5686000585556
130.992492675781 -1.53729999065399
132.994155883789 -1.28629994392395
134.995834350586 -0.909800052642822
136.997497558594 -0.501999974250793
138.999160766602 -0.188199996948242
141.000839233398 -0.0313999652862549
143.002502441406 0
145.004165649414 -0.0313999652862549
147.005844116211 -0.125499963760376
149.007507324219 -0.125499963760376
151.009170532227 -0.125499963760376
153.010848999023 -0.0313999652862549
155.012512207031 0
157.014175415039 0.0313999652862549
159.015853881836 0
161.017517089844 -0.0313999652862549
163.019180297852 -0.0940999984741211
165.020843505859 -0.0940999984741211
167.022521972656 -0.0940999984741211
169.024185180664 -0.0313999652862549
171.025848388672 0
173.027526855469 0
};
\addplot [thick, darkorange25512714, mark=*, mark size=1, mark options={solid}]
table {%
-1.11759805679321 -0.0313999652862549
0.884070038795471 0
2.88573813438416 0
4.88740634918213 0
6.88907432556152 0
8.89074230194092 0
10.8924102783203 -0.0313999652862549
12.8940782546997 -0.0313999652862549
14.8957462310791 -0.0313999652862549
16.8974151611328 0
18.8990821838379 0
20.9007511138916 0
22.9024181365967 0
24.9040870666504 0.0313999652862549
26.9057540893555 0
28.9074230194092 0
30.9090900421143 0
32.910758972168 0
34.912425994873 -0.0313999652862549
36.9140968322754 -0.0313999652862549
38.9157638549805 -0.0313999652862549
40.9174308776855 0
42.9190979003906 0
44.920768737793 0
46.922435760498 0
48.9241027832031 0.0313999652862549
50.9257698059082 0.0313999652862549
52.9274406433105 0.0313999652862549
54.9291076660156 0
56.9307746887207 0
58.932445526123 -0.0627000331878662
60.9341125488281 -0.125499963760376
62.9357795715332 -0.15690004825592
64.9374465942383 -0.15690004825592
66.9391174316406 -0.15690004825592
68.9407806396484 -0.125499963760376
70.9424514770508 -0.0940999984741211
72.9441223144531 0
74.9457855224609 0.0313999652862549
76.9474563598633 0.0627000331878662
78.9491271972656 0.0313999652862549
80.9507904052734 0
82.9524612426758 -0.0940999984741211
84.9541320800781 -0.15690004825592
86.9557952880859 -0.188199996948242
88.9574661254883 -0.15690004825592
90.9591293334961 -0.15690004825592
92.9608001708984 -0.125499963760376
94.9624710083008 -0.0627000331878662
96.9641342163086 -0.0313999652862549
98.9658050537109 -0.0313999652862549
100.967475891113 -0.0627000331878662
102.969139099121 -0.0627000331878662
104.970809936523 -0.0313999652862549
106.972480773926 -0.0313999652862549
108.974143981934 -0.0313999652862549
110.975814819336 0
112.977478027344 0.0313999652862549
114.979148864746 0
116.980819702148 0
118.982482910156 0
120.984153747559 0
122.985824584961 -0.0313999652862549
124.987487792969 -0.0313999652862549
126.989158630371 -0.0627000331878662
128.990829467773 -0.0313999652862549
130.992492675781 -0.0627000331878662
132.994155883789 -0.0627000331878662
134.995834350586 -0.0313999652862549
136.997497558594 0
138.999160766602 0
141.000839233398 0
143.002502441406 0
145.004165649414 0
147.005844116211 -0.0627000331878662
149.007507324219 -0.125499963760376
151.009170532227 -0.15690004825592
153.010848999023 -0.15690004825592
155.012512207031 -0.15690004825592
157.014175415039 -0.125499963760376
159.015853881836 -0.0627000331878662
161.017517089844 0
163.019180297852 0
165.020843505859 0
167.022521972656 -0.0313999652862549
169.024185180664 -0.0313999652862549
171.025848388672 -0.0627000331878662
173.027526855469 -0.0940999984741211
};
\end{axis}
\end{tikzpicture}
+294
View File
@@ -0,0 +1,294 @@
% This file was created with tikzplotlib v0.10.1.
\begin{tikzpicture}
\definecolor{darkgray176}{RGB}{176,176,176}
\definecolor{darkorange25512714}{RGB}{255,127,14}
\definecolor{steelblue31119180}{RGB}{31,119,180}
\definecolor{darkgreen000128000}{RGB}{0,128,0}
\begin{axis}[
tick align=outside,
tick pos=left,
title={\textbf{Relfexion bei Leerlauf}},
x grid style={darkgray176},
xlabel={Zeit $t~[\unit{\ns}]$},
xmajorgrids,
xmin=0, xmax=250,
xtick style={color=black},
y grid style={darkgray176},
ylabel={Spannung $U~[\unit{\V}]$},
ymajorgrids,
ymin=-0.5850575, ymax=4.5223525,
ytick style={color=black}
]
\legend{Anfang, Ende}
% Markierungen der Zeitpunkte t1 und t2
\draw[thick, dashed, darkgreen000128000] (73,-0.5850575) -- (73,4.5223525);
\draw[thick, dashed, darkgreen000128000] (123,-0.5850575) -- (123,4.5223525);
\node[align=center, font=\LARGE, color=darkgreen000128000] at (65,3.5) {$t_1$};
\node[align=center, font=\LARGE, color=darkgreen000128000] at (115,4.25) {$t_2$};
\addplot [thick, steelblue31119180, mark=*, mark size=1, mark options={solid}]
table {%
-1.0675562620163 -0.0514429807662964
0.934111833572388 -0.0514429807662964
2.93577980995178 -0.0514429807662964
4.93744802474976 -0.0200430154800415
6.93911600112915 -0.0828429460525513
8.9407844543457 -0.0828429460525513
10.9424524307251 -0.0828429460525513
12.9441204071045 -0.0200430154800415
14.9457883834839 0.0112570524215698
16.9474563598633 0.0426570177078247
18.9491233825684 0.0426570177078247
20.9507923126221 0.0426570177078247
22.9524612426758 -0.0200430154800415
24.9541282653809 -0.0514429807662964
26.9557971954346 -0.0514429807662964
28.9574642181396 -0.0200430154800415
30.9591331481934 0.0112570524215698
32.9608001708984 0.0426570177078247
34.9624671936035 0.0426570177078247
36.9641380310059 0.0426570177078247
38.9658050537109 -0.0200430154800415
40.967472076416 -0.0514429807662964
42.9691390991211 -0.0200430154800415
44.9708099365234 0.0426570177078247
46.9724769592285 0.105357050895691
48.9741439819336 0.136757016181946
50.9758148193359 0.105357050895691
52.977481842041 0.0426570177078247
54.9791488647461 -0.114243030548096
56.9808158874512 -0.208343029022217
58.9824867248535 -0.176943063735962
60.9841537475586 0.0426570177078247
62.9858207702637 0.419157028198242
64.9874877929688 0.952456951141357
66.9891586303711 1.54855704307556
68.9908294677734 2.11325693130493
70.9924926757812 2.45835709571838
72.9941635131836 2.64655709266663
74.9958267211914 2.61525702476501
76.9974975585938 2.48975706100464
78.9991683959961 2.20735692977905
81.0008316040039 1.89365696907043
83.0025024414062 1.61125695705414
85.0041732788086 1.36035704612732
87.0058364868164 1.01525700092316
89.0075073242188 0.701457023620605
91.0091705322266 0.419157028198242
93.0108413696289 0.199557065963745
95.0125122070312 0.0112570524215698
97.0141754150391 -0.0514429807662964
99.0158462524414 0.0112570524215698
101.017517089844 0.105357050895691
103.019180297852 0.168156981468201
105.020851135254 0.199557065963745
107.022521972656 0.168156981468201
109.024185180664 0.105357050895691
111.025856018066 0.0112570524215698
113.027519226074 -0.0200430154800415
115.029190063477 0.0112570524215698
117.030860900879 0.0740569829940796
119.032524108887 0.105357050895691
121.034194946289 0.136757016181946
123.035865783691 0.105357050895691
125.037528991699 0.0740569829940796
127.039199829102 -0.0200430154800415
129.040863037109 -0.0514429807662964
131.042541503906 -0.0200430154800415
133.044204711914 0.0740569829940796
135.045867919922 0.136757016181946
137.047546386719 0.168156981468201
139.049209594727 0.136757016181946
141.050872802734 0.0740569829940796
143.052551269531 -0.0514429807662964
145.054214477539 -0.145542979240417
147.055877685547 -0.114243030548096
149.057540893555 0.105357050895691
151.059219360352 0.419157028198242
153.060882568359 0.826956987380981
155.062545776367 1.23485696315765
157.064224243164 1.61125695705414
159.065887451172 1.86225700378418
161.06755065918 1.9563570022583
163.069229125977 1.92505705356598
165.070892333984 1.79955697059631
167.072555541992 1.64265704154968
169.074234008789 1.4230569601059
171.075897216797 1.2034569978714
173.077560424805 0.983856916427612
175.079238891602 0.73285698890686
177.080902099609 0.513257026672363
179.082565307617 0.293657064437866
181.084243774414 0.136757016181946
183.085906982422 0.0426570177078247
185.08757019043 0.0112570524215698
187.089248657227 0.0426570177078247
189.090911865234 0.105357050895691
191.092575073242 0.136757016181946
193.09423828125 0.136757016181946
195.095916748047 0.105357050895691
197.097579956055 0.0740569829940796
199.099243164062 0.0112570524215698
201.100921630859 0.0112570524215698
203.102584838867 0.0112570524215698
205.104248046875 0.0740569829940796
207.105926513672 0.105357050895691
209.10758972168 0.105357050895691
211.109252929688 0.105357050895691
213.110931396484 0.105357050895691
215.112594604492 0.0740569829940796
217.1142578125 0.0426570177078247
219.115936279297 0.0426570177078247
221.117599487305 0.0740569829940796
223.119262695312 0.0426570177078247
225.120941162109 0.0426570177078247
227.122604370117 0.0112570524215698
229.124267578125 -0.0200430154800415
231.125930786133 -0.0514429807662964
233.12760925293 -0.0514429807662964
235.129272460938 -0.0200430154800415
237.130935668945 0.0426570177078247
239.132614135742 0.0740569829940796
241.13427734375 0.105357050895691
243.135940551758 0.136757016181946
245.137619018555 0.136757016181946
247.139282226562 0.136757016181946
249.14094543457 0.136757016181946
251.142623901367 0.105357050895691
};
\addplot [thick, darkorange25512714, mark=*, mark size=1, mark options={solid}]
table {%
-1.0675562620163 -0.0392024517059326
0.934111833572388 -0.0706025362014771
2.93577980995178 -0.0706025362014771
4.93744802474976 -0.0392024517059326
6.93911600112915 -0.0392024517059326
8.9407844543457 -0.00780248641967773
10.9424524307251 -0.00780248641967773
12.9441204071045 0.023497462272644
14.9457883834839 -0.00780248641967773
16.9474563598633 -0.0392024517059326
18.9491233825684 -0.0392024517059326
20.9507923126221 -0.0392024517059326
22.9524612426758 -0.0392024517059326
24.9541282653809 -0.0392024517059326
26.9557971954346 -0.00780248641967773
28.9574642181396 0.023497462272644
30.9591331481934 -0.00780248641967773
32.9608001708984 -0.00780248641967773
34.9624671936035 -0.0392024517059326
36.9641380310059 -0.0392024517059326
38.9658050537109 -0.133302450180054
40.967472076416 -0.133302450180054
42.9691390991211 -0.101902484893799
44.9708099365234 0.023497462272644
46.9724769592285 -0.00780248641967773
48.9741439819336 -0.00780248641967773
50.9758148193359 -0.0392024517059326
52.977481842041 -0.0392024517059326
54.9791488647461 -0.133302450180054
56.9808158874512 -0.164702534675598
58.9824867248535 -0.164702534675598
60.9841537475586 -0.0706025362014771
62.9858207702637 -0.0392024517059326
64.9874877929688 -0.00780248641967773
66.9891586303711 -0.00780248641967773
68.9908294677734 -0.0392024517059326
70.9924926757812 -0.101902484893799
72.9941635131836 -0.133302450180054
74.9958267211914 -0.101902484893799
76.9974975585938 0.023497462272644
78.9991683959961 0.0862975120544434
81.0008316040039 0.14899754524231
83.0025024414062 0.117697477340698
85.0041732788086 0.023497462272644
87.0058364868164 -0.101902484893799
89.0075073242188 -0.196102499961853
91.0091705322266 -0.164702534675598
93.0108413696289 -0.0392024517059326
95.0125122070312 0.0862975120544434
97.0141754150391 0.180397510528564
99.0158462524414 0.14899754524231
101.017517089844 0.023497462272644
103.019180297852 -0.196102499961853
105.020851135254 -0.35290253162384
107.022521972656 -0.290202498435974
109.024185180664 0.0862975120544434
111.025856018066 0.71369743347168
113.027519226074 1.56079745292664
115.029190063477 2.47059750556946
117.030860900879 3.31769752502441
119.032524108887 3.88239741325378
121.034194946289 4.1960973739624
123.035865783691 4.29019737243652
125.037528991699 4.1960973739624
127.039199829102 3.94509744644165
129.040863037109 3.63139748573303
131.042541503906 3.22349739074707
133.044204711914 2.78429746627808
135.045867919922 2.21959757804871
137.047546386719 1.59219753742218
139.049209594727 1.02749752998352
141.050872802734 0.588197469711304
143.052551269531 0.30589747428894
145.054214477539 0.211797475814819
147.055877685547 0.30589747428894
149.057540893555 0.431397438049316
151.059219360352 0.494097471237183
153.060882568359 0.494097471237183
155.062545776367 0.368597507476807
157.064224243164 0.243097543716431
159.065887451172 0.117697477340698
161.06755065918 0.0548975467681885
163.069229125977 0.117697477340698
165.070892333984 0.243097543716431
167.072555541992 0.337297439575195
169.074234008789 0.368597507476807
171.075897216797 0.30589747428894
173.077560424805 0.211797475814819
175.079238891602 0.0548975467681885
177.080902099609 -0.00780248641967773
179.082565307617 -0.00780248641967773
181.084243774414 0.0548975467681885
183.085906982422 0.117697477340698
185.08757019043 0.211797475814819
187.089248657227 0.211797475814819
189.090911865234 0.211797475814819
191.092575073242 0.14899754524231
193.09423828125 0.117697477340698
195.095916748047 0.117697477340698
197.097579956055 0.211797475814819
199.099243164062 0.30589747428894
201.100921630859 0.399997472763062
203.102584838867 0.462797522544861
205.104248046875 0.494097471237183
207.105926513672 0.494097471237183
209.10758972168 0.462797522544861
211.109252929688 0.337297439575195
213.110931396484 0.243097543716431
215.112594604492 0.211797475814819
217.1142578125 0.14899754524231
219.115936279297 0.0862975120544434
221.117599487305 0.023497462272644
223.119262695312 -0.0392024517059326
225.120941162109 -0.101902484893799
227.122604370117 -0.164702534675598
229.124267578125 -0.196102499961853
231.125930786133 -0.227402448654175
233.12760925293 -0.196102499961853
235.129272460938 -0.133302450180054
237.130935668945 -0.0392024517059326
239.132614135742 -0.00780248641967773
241.13427734375 0.023497462272644
243.135940551758 0.023497462272644
245.137619018555 0.023497462272644
247.139282226562 -0.0392024517059326
249.14094543457 -0.0706025362014771
251.142623901367 -0.0706025362014771
};
\end{axis}
\end{tikzpicture}
-182
View File
File diff suppressed because one or more lines are too long
+151 -29
View File
File diff suppressed because one or more lines are too long