Konvergenz zu Frequenz, Tabelle zu den ersten 20 Eigenfrequenzen und zu der Abweichung der Frequenzen ein Balkendiagramm hinzugefügt
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@@ -24,6 +24,14 @@
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\definecolor{dkorange}{rgb}{0.68 0.25 0.07}
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%\everymath{\color{blue}}
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%\everydisplay{\color{darkblue}}
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11
datas/Frequenzen.dat
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11
datas/Frequenzen.dat
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@@ -0,0 +1,11 @@
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46068 0.30733 0.3175 0.5776 0.7176 0.76171 0.8668 1.0764 1.1467 1.1774 1.6941 2.4639 2.5383 2.6972 2.8374 3.0329 3.3267 3.7732 4.1709 4.1714 4.2145
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51222 0.32413 0.33697 0.60226 0.76984 0.78424 0.86591 1.0849 1.1519 1.1831 1.7972 2.5021 2.5751 2.6956 2.8557 3.0508 3.3817 3.7536 4.1378 4.1394 4.2416
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60708 0.30752 0.31925 0.56549 0.72026 0.76245 0.86565 1.073 1.1497 1.1752 1.7012 2.4664 2.5399 2.6952 2.836 3.042 3.3394 3.7241 4.0681 4.0694 4.2479
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70230 0.30791 0.31929 0.56506 0.70673 0.76246 0.86525 1.07 1.1453 1.1726 1.7034 2.4576 2.5341 2.6886 2.8341 3.0476 3.3255 3.716 4.0374 4.0379 4.2273
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95286 0.31058 0.31936 0.57807 0.68948 0.7682 0.86876 1.0788 1.1513 1.1807 1.7157 2.4585 2.541 2.6954 2.8358 3.0481 3.3148 3.703 3.9966 3.9966 4.247
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1.275e+05 0.31128 0.32009 0.57855 0.69275 0.76606 0.86549 1.0767 1.1475 1.1767 1.7179 2.4488 2.5402 2.6968 2.8373 3.054 3.3128 3.6949 3.9657 3.9665 4.2437
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1.8857e+05 0.31137 0.31954 0.57623 0.67513 0.77209 0.87339 1.0755 1.1363 1.1698 1.7247 2.4223 2.5447 2.7063 2.8482 3.0551 3.2875 3.6835 3.9389 3.9402 4.1398
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3.0508e+05 0.31039 0.31954 0.56643 0.66774 0.76984 0.87117 1.0723 1.1392 1.1684 1.7231 2.4188 2.5372 2.6974 2.8411 3.0528 3.2815 3.6746 3.9205 3.921 4.0976
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6.5206e+05 0.30873 0.31883 0.55243 0.65053 0.76845 0.87062 1.0671 1.1311 1.165 1.7211 2.4013 2.5261 2.6874 2.8331 3.0444 3.2661 3.6651 3.9054 3.9056 4.0464
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2.4303e+06 0.30439 0.31488 0.52052 0.59589 0.77637 0.87926 1.0541 1.1229 1.1522 1.7222 2.3513 2.5132 2.6714 2.8319 2.9965 3.2217 3.6159 3.7518 3.8969 3.8972
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2.7113e+06 0.30475 0.31505 0.52218 0.59827 0.78136 0.88509 1.061 1.127 1.1612 1.7263 2.3633 2.5191 2.6834 2.8389 2.9971 3.2276 3.6176 3.7598 3.8969 3.8972
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@@ -243,6 +243,124 @@ Mit den abschließenden Zeilen werden die Ebenen mit dem Modell verknüpft. Zuvo
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\subsubsection{Netz}
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%\begin{figure}[H]\centering
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%\begin{tikzpicture}[]
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%\begin{axis}[
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% width=11.0cm, height=5cm,
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% title={},
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% enlarge x limits=false,
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% enlarge y limits=false,
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% scale only axis,
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% grid=major,
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% tick align = outside,
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% axis lines=left,
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% xmode=log,log basis x=10,
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% xmin=80000,
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% xmax=370000,
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% ymin=0,
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% ymax=1100,
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% xlabel={Knotenanzahl},
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% ylabel={\ref{pgfplots:konvergenz:wiege:sigma} Max.\,Spannung $\sigma\ti{Mises}$ in MPa},
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% yticklabel style={ /pgf/number format/.cd,fixed,fixed zerofill,precision=0},
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% ytick={0,200,...,1400},
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% legend style={
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% nodes=right,
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% font=\small,
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% },
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% legend pos=south west,
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%]
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% \pgfplotstableread[col sep=semicolon]{data/Konvergenz.csv}\datatable
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% \addplot[draw1, mark=x] table[skip first n=1, x index=0,x expr=\thisrowno{0}*1, y index=2] from \datatable;
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% \label{pgfplots:konvergenz:wiege:sigma}
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%\end{axis}
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%\begin{axis}[
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% width=11.0cm, height=5cm,
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% enlarge x limits=false,
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% enlarge y limits=false,
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% scale only axis,
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% tick align = outside,
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% axis y line*=right,
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% xmode=log,log basis x=10,
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% xmin=80000,
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% xmax=370000,
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% ymin=0,
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% ymax=22,
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% ytick={4,8,...,25},
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% ylabel={\ref{pgfplots:konvergenz:wiege:U} Max.\,Verformung $U$ in mm},
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% axis x line=none,
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% legend style={
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% nodes=right,
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% font=\small,
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% },
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% legend pos=south east,
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%]
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% \pgfplotstableread[col sep=semicolon]{data/Konvergenz.csv}\datatable
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%\addplot[draw2, mark=*,mark size=1] table[skip first n=1, x index=0,x expr=\thisrowno{0}*1, y index=3] from \datatable;
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% \label{pgfplots:konvergenz:wiege:U}
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%\end{axis}
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%\end{tikzpicture}%
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%\caption[
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%Konvergenzstudie zur maximalen Vergleichsspannung und der maximalen Verformung
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%]{
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%Konvergenzstudie zur maximalen Vergleichsspannung $\sigma\ti{Mises}$~\ref{pgfplots:konvergenz:wiege:sigma} und der maximalen Verformung $U$~\ref{pgfplots:konvergenz:wiege:U}
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%}\label{fig:konvergenz:wiege}
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%\end{figure} \vspace{-.5em}
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%\begin{figure}[H]
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\begin{figure}[H]\centering %!htb
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\begin{tikzpicture}[]
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\begin{axis}[
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width=12cm, height=5cm,
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title={},
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enlarge x limits=false,
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enlarge y limits=false,
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scale only axis,
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grid=major, %grid style={dashed, gray!30},
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tick align = outside,
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axis lines=left, % middle
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xmode=log,log basis x=10,
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xmin=40000,
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xmax=3100000,
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ymin=0,
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ymax=3.6,
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xlabel={Freiheitsgrade},
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ylabel={Eigenfrequenzen $f_i$ in Hz},
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yticklabel style={ /pgf/number format/.cd,fixed,fixed zerofill,precision=1},
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ytick={0,.5,...,3.5},
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legend style={
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nodes=right,
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font=\small,
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},
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legend pos=south west,
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]
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\pgfplotstableread{datas/Frequenzen.dat}\datatable
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\addplot[matlab1, thick, mark=x] table[x index=0, y index=1] from \datatable;
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\addplot[matlab2, thick, mark=x] table[x index=0, y index=2] from \datatable;
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\addplot[matlab3, thick, mark=x] table[x index=0, y index=3] from \datatable;
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\addplot[matlab4, thick, mark=x] table[x index=0, y index=4] from \datatable;
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\addplot[matlab5, thick, mark=x] table[x index=0, y index=5] from \datatable;
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\addplot[matlab6, thick, mark=x] table[x index=0, y index=6] from \datatable;
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\addplot[matlab7, thick, mark=x] table[x index=0, y index=7] from \datatable;
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\addplot[matlab1, thick, mark=x] table[x index=0, y index=8] from \datatable;
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\addplot[matlab2, thick, mark=x] table[x index=0, y index=9] from \datatable;
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\addplot[matlab3, thick, mark=x] table[x index=0, y index=10] from \datatable;
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\addplot[matlab4, thick, mark=x] table[x index=0, y index=11] from \datatable;
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\addplot[matlab5, thick, mark=x] table[x index=0, y index=12] from \datatable;
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\addplot[matlab6, thick, mark=x] table[x index=0, y index=13] from \datatable;
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\addplot[matlab7, thick, mark=x] table[x index=0, y index=14] from \datatable;
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\addplot[matlab1, thick, mark=x] table[x index=0, y index=15] from \datatable;
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\addplot[matlab2, thick, mark=x] table[x index=0, y index=16] from \datatable;
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\end{axis}
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\end{tikzpicture}%
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\caption[
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Konvergenzstudie zur Eigenfrequenz der Windenergieanlage
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]{
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Konvergenzstudie zur Eigenfrequenz der Windenergieanlage
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}\label{fig:konvergenz:wiege}
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\end{figure} \vspace{-.5em} %\vspace{-1.5em}
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\subsubsection{Randbedingungen}
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\subsubsection{Analyseparameter}
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@@ -26,17 +26,40 @@
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\end{figure} \vspace{-1.5em}
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% SOURCE: 506418 200_350.txt
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\begin{table}[H]
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\caption[Frequenzen]{Frequenzen}\label{tab:U:Modal}\centering
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\caption[Eigenfrequenzen der Windenergieanlage]{Eigenfrequenzen der Windenergieanlage}\label{tab:U:Modal}\centering
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\STsetdecimalsep{{,}}
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\STautoround{4}
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\nprounddigits2
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\npthousandsep{}
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\begin{spreadtab}{{tabular}{rlrlrlrl}}
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\toprule
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@\multicolumn{8}{l}{Eigenfrequenz in Hz} \\
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\midrule
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1 & 0.30571 & 6 & 0.79566 & 11 & 2.2585 & 16 & 3.2099 \\
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2 & 0.3114 & 7 & 0.97752 & 12 & 2.3304 & 17 & 3.6662 \\
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3 & 0.53168 & 8 & 1.0102 & 13 & 2.4541 & 18 & 3.8148 \\
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4 & 0.59009 & 9 & 1.0756 & 14 & 2.6294 & 19 & 3.9288 \\
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5 & 0.70143 & 10 & 1.639 & 15 & 3.02 & 20 & 3.9289 \\
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\bottomrule
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\end{spreadtab}
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\end{table}\vspace{-1em}
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\begin{table}[H]
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\caption[Vergleich der Eigenfrequenzen mit der NREL-Ausgangs-WEA]{Vergleich der Eigenfrequenzen mit der NREL-Ausgangs-WEA}\label{tab:U:Modalvergleich}\centering
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\STsetdecimalsep{{,}}
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\STautoround{4}
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\nprounddigits2
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\npthousandsep{}
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%\begin{spreadtab}{{tabular}{rn{1}{4}n{1}{4}|cln{1}{4}n{1}{4}}}
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\begin{spreadtab}{{tabular}{rll|cln{2}{1}n{2}{1}}}
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\begin{spreadtab}{{tabular}{rll|cln{3}{2}n{3}{2}}}
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%\begin{tabular}{rcc|rllll}
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\toprule
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& @ \multicolumn{2}{l|}{Frequenz in Hz} & & @{Frequenz aus} & @\multicolumn{2}{l}{Verhältnis in \% zu} \\
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& @ \multicolumn{2}{l|}{Frequenz in Hz} & & @{Frequenz aus} & @\multicolumn{2}{l}{Abweichung in \% zu} \\
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@ \# & @{FAST} & @{ADAMS} & @ \# & @{Simulation in Hz} & @{FAST} & @{ADAMS} \\ \midrule
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1 & 0.3240 & 0.3195 & 1 & 0.30571 & \STcopy{v}{(1-e3/b3)*100} & \STcopy{v}{(1-e3/c3)*100} \\
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2 & 0.3120 & 0.3164 & 2 & 0.3114 & & \\
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@@ -58,6 +81,60 @@
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\end{spreadtab}
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\end{table}\vspace{-1em}
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\begin{figure}[H]\vspace{-0.5em}\centering
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\begin{tikzpicture}[scale=0.85]
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\begin{axis}[
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ybar=0pt,
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tick align=outside,
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width=16.25cm,
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height=6.5cm,
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bar width={11pt}, % 8, 10pt
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enlargelimits=0.13,
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enlarge x limits=0.05,
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enlarge y limits=0.04,
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%nodes near coords,
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nodes near coords=\rotatebox{90}{\scriptsize\pgfmathprintnumber[/pgf/number format/.cd,fixed,fixed zerofill,precision=1]\pgfplotspointmeta},
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%nodes near coords align=horizontal,
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point meta=y * 1, % The displayed number.
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xlabel={Eigenfrequenz},
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ylabel={Abweichung in \%},
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ytick={-20,-10,...,20},
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xtick={1,...,13},
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%y dir=reverse,
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ymin=-25,
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ymax=28,
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%xticklabels={{OK,OR},{OK,S,L},{OK,S,R},{OK,SR,V},{OK,SR,HL},{OK,SR,HR},{VK,OR},{VK,UR},{VK,SKR,O},{VK,SKR,U},{UK,UR},{UK,SR},{UK,S,L},{UK,S,R},{UK,TL}},
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%x tick label style={rotate=45, anchor=north east, inner sep=0mm},
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ymajorgrids,
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legend columns=1,
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legend style={
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ultra thin,
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append after command={
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\pgfextra{
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\draw[draw=none,
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drop shadow={fill=black, opacity=0.25, shadow xshift=1pt, shadow yshift=1pt}]
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(\tikzlastnode.south west)rectangle(\tikzlastnode.north east);
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}
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},
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/tikz/every even column/.append style={column sep=0.5em},
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at={(axis cs:0.5,250)},anchor=south west
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},
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%legend pos=north west,
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]
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\addplot[draw=navyblue,fill=navyblue!50,drop shadow={shadow yshift=1pt, shadow xshift=1pt}]
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coordinates
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{(1,5.65) (2,0.19) (3,4.90) (4,20.21) (5,-5.08) (6,-13.79) (7,6.40) (8,1.30) (9,14.46) (10,14.74) (11,-11.78) (12,-4.13) (13,-9.33) };\label{pgfplots:U:Abweichung:FAST}
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\addplot[draw=dkgreen,fill=dkgreen!50,drop shadow={shadow yshift=1pt, shadow xshift=1pt}]
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coordinates
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{(1,4.32) (2,1.58) (3,3.17) (4,15.55) (5,-4.91) (6,-13.36) (7,5.94) (8,1.11) (9,-0.20) (10,11.68) (11,-15.22) (12,-5.63) (13,-9.15) };\label{pgfplots:U:Abweichung:ADAMS}
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\end{axis}
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\end{tikzpicture}
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\caption[Abweichung der Eigenfrequenzen bezüglich der NREL-Ergebnissen]{Abweichung der Eigenfrequenzen bezüglich der NREL-Ergebnissen zu FAST~\ref{pgfplots:U:Abweichung:FAST} und ADAMS~\ref{pgfplots:U:Abweichung:ADAMS}}
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\label{fig:U:Abweichung}
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\end{figure} \vspace{-0.5em}
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\subsection{Transiente Analyse}
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