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Anhang Konvergenztabellen vervollständigt

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Daniel Weschke
2015-08-27 00:18:40 +02:00
parent e3ad4441b0
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sections/Appendix.tex
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@@ -84,69 +84,81 @@ Elementkantenlänge & Polynomgrad & Freiheitsgrade & Verformung & Spannungen \\
\end{tabular} \end{tabular}
\end{table}\vspace{-1em} \end{table}\vspace{-1em}
\begin{table}[H] \begin{longtable}{cccccc}
\caption{Konvergenzstudie zur Eigenfrequenz der Windenergieanlage}\label{tab:appen:konvergenz:statik:modal}\centering %\begin{table}[H]
\begin{tabular}{cccccc} \caption{Konvergenzstudie zur Eigenfrequenz der Windenergieanlage}\label{tab:appen:konvergenz:statik:modal}
%\begin{tabular}{cccccc}
\\
\toprule \toprule
Freiheitsgrade & \multicolumn{5}{l}{Eigenfrequenz in Hz} \\ Freiheitsgrade & \multicolumn{5}{l}{Eigenfrequenz in Hz} \\
DOFs & 1 & 2 & 3 & 4 & 5 \\ DOFs & 1 & 2 & 3 & 4 & 5 \\
\midrule \midrule
46068 & 0,30733 & 0,3175 & 0,5776 & 0,7176 & 0,76171 \\ \endfirsthead
51222 & 0,32413 & 0,33697 & 0,60226 & 0,76984 & 0,78424 \\ \caption*{Konvergenzstudie zur Eigenfrequenz -- Fortsetzung}\\
60708 & 0,30752 & 0,31925 & 0,56549 & 0,72026 & 0,76245 \\ \toprule
70230 & 0,30791 & 0,31929 & 0,56506 & 0,70673 & 0,76246 \\ \endhead
95286 & 0,31058 & 0,31936 & 0,57807 & 0,68948 & 0,7682 \\ \midrule\noalign{\vspace{-.25em}}
1,275e+05 & 0,31128 & 0,32009 & 0,57855 & 0,69275 & 0,76606 \\ \multicolumn{6}{r}{\small Fortsetzung auf der nächsten Seite}\\
1,8857e+05 & 0,31137 & 0,31954 & 0,57623 & 0,67513 & 0,77209 \\ \noalign{\vspace{-.25em}}\bottomrule
3,0508e+05 & 0,31039 & 0,31954 & 0,56643 & 0,66774 & 0,76984 \\ \endfoot
6,5206e+05 & 0,30873 & 0,31883 & 0,55243 & 0,65053 & 0,76845 \\ \bottomrule
2,4303e+06 & 0,30439 & 0,31488 & 0,52052 & 0,59589 & 0,77637 \\ \endlastfoot
46068 & 0,30733 & 0,3175 & 0,5776 & 0,7176 & 0,76171 \\*
51222 & 0,32413 & 0,33697 & 0,60226 & 0,76984 & 0,78424 \\*
60708 & 0,30752 & 0,31925 & 0,56549 & 0,72026 & 0,76245 \\*
70230 & 0,30791 & 0,31929 & 0,56506 & 0,70673 & 0,76246 \\*
95286 & 0,31058 & 0,31936 & 0,57807 & 0,68948 & 0,7682 \\*
1,275e+05 & 0,31128 & 0,32009 & 0,57855 & 0,69275 & 0,76606 \\*
1,8857e+05 & 0,31137 & 0,31954 & 0,57623 & 0,67513 & 0,77209 \\*
3,0508e+05 & 0,31039 & 0,31954 & 0,56643 & 0,66774 & 0,76984 \\*
6,5206e+05 & 0,30873 & 0,31883 & 0,55243 & 0,65053 & 0,76845 \\*
2,4303e+06 & 0,30439 & 0,31488 & 0,52052 & 0,59589 & 0,77637 \\*
2,7113e+06 & 0,30475 & 0,31505 & 0,52218 & 0,59827 & 0,78136 \\ 2,7113e+06 & 0,30475 & 0,31505 & 0,52218 & 0,59827 & 0,78136 \\
\midrule \pagebreak
DOFs & 6 & 7 & 8 & 9 & 10 \\ DOFs & 6 & 7 & 8 & 9 & 10 \\
\midrule \midrule
46068 & 0,8668 & 1,0764 & 1,1467 & 1,1774 & 1,6941 \\ 46068 & 0,8668 & 1,0764 & 1,1467 & 1,1774 & 1,6941 \\*
51222 & 0,86591 & 1,0849 & 1,1519 & 1,1831 & 1,7972 \\ 51222 & 0,86591 & 1,0849 & 1,1519 & 1,1831 & 1,7972 \\*
60708 & 0,86565 & 1,073 & 1,1497 & 1,1752 & 1,7012 \\ 60708 & 0,86565 & 1,073 & 1,1497 & 1,1752 & 1,7012 \\*
70230 & 0,86525 & 1,07 & 1,1453 & 1,1726 & 1,7034 \\ 70230 & 0,86525 & 1,07 & 1,1453 & 1,1726 & 1,7034 \\*
95286 & 0,86876 & 1,0788 & 1,1513 & 1,1807 & 1,7157 \\ 95286 & 0,86876 & 1,0788 & 1,1513 & 1,1807 & 1,7157 \\*
1,275e+05 & 0,86549 & 1,0767 & 1,1475 & 1,1767 & 1,7179 \\ 1,275e+05 & 0,86549 & 1,0767 & 1,1475 & 1,1767 & 1,7179 \\*
1,8857e+05 & 0,87339 & 1,0755 & 1,1363 & 1,1698 & 1,7247 \\ 1,8857e+05 & 0,87339 & 1,0755 & 1,1363 & 1,1698 & 1,7247 \\*
3,0508e+05 & 0,87117 & 1,0723 & 1,1392 & 1,1684 & 1,7231 \\ 3,0508e+05 & 0,87117 & 1,0723 & 1,1392 & 1,1684 & 1,7231 \\*
6,5206e+05 & 0,87062 & 1,0671 & 1,1311 & 1,165 & 1,7211 \\ 6,5206e+05 & 0,87062 & 1,0671 & 1,1311 & 1,165 & 1,7211 \\*
2,4303e+06 & 0,87926 & 1,0541 & 1,1229 & 1,1522 & 1,7222 \\ 2,4303e+06 & 0,87926 & 1,0541 & 1,1229 & 1,1522 & 1,7222 \\*
2,7113e+06 & 0,88509 & 1,061 & 1,127 & 1,1612 & 1,7263 \\ 2,7113e+06 & 0,88509 & 1,061 & 1,127 & 1,1612 & 1,7263 \\
\midrule \midrule
DOFs & 11 & 12 & 13 & 14 & 15 \\ DOFs & 11 & 12 & 13 & 14 & 15 \\
\midrule \midrule
46068 & 2,4639 & 2,5383 & 2,6972 & 2,8374 & 3,0329 \\ 46068 & 2,4639 & 2,5383 & 2,6972 & 2,8374 & 3,0329 \\*
51222 & 2,5021 & 2,5751 & 2,6956 & 2,8557 & 3,0508 \\ 51222 & 2,5021 & 2,5751 & 2,6956 & 2,8557 & 3,0508 \\*
60708 & 2,4664 & 2,5399 & 2,6952 & 2,836 & 3,042 \\ 60708 & 2,4664 & 2,5399 & 2,6952 & 2,836 & 3,042 \\*
70230 & 2,4576 & 2,5341 & 2,6886 & 2,8341 & 3,0476 \\ 70230 & 2,4576 & 2,5341 & 2,6886 & 2,8341 & 3,0476 \\*
95286 & 2,4585 & 2,541 & 2,6954 & 2,8358 & 3,0481 \\ 95286 & 2,4585 & 2,541 & 2,6954 & 2,8358 & 3,0481 \\*
1,275e+05 & 2,4488 & 2,5402 & 2,6968 & 2,8373 & 3,054 \\ 1,275e+05 & 2,4488 & 2,5402 & 2,6968 & 2,8373 & 3,054 \\*
1,8857e+05 & 2,4223 & 2,5447 & 2,7063 & 2,8482 & 3,0551 \\ 1,8857e+05 & 2,4223 & 2,5447 & 2,7063 & 2,8482 & 3,0551 \\*
3,0508e+05 & 2,4188 & 2,5372 & 2,6974 & 2,8411 & 3,0528 \\ 3,0508e+05 & 2,4188 & 2,5372 & 2,6974 & 2,8411 & 3,0528 \\*
6,5206e+05 & 2,4013 & 2,5261 & 2,6874 & 2,8331 & 3,0444 \\ 6,5206e+05 & 2,4013 & 2,5261 & 2,6874 & 2,8331 & 3,0444 \\*
2,4303e+06 & 2,3513 & 2,5132 & 2,6714 & 2,8319 & 2,9965 \\ 2,4303e+06 & 2,3513 & 2,5132 & 2,6714 & 2,8319 & 2,9965 \\*
2,7113e+06 & 2,3633 & 2,5191 & 2,6834 & 2,8389 & 2,9971 \\ 2,7113e+06 & 2,3633 & 2,5191 & 2,6834 & 2,8389 & 2,9971 \\
\midrule \pagebreak
DOFs & 16 & 17 & 18 & 19 & 20 \\ DOFs & 16 & 17 & 18 & 19 & 20 \\
\midrule \midrule
46068 & 3,3267 & 3,7732 & 4,1709 & 4,1714 & 4,2145 \\ 46068 & 3,3267 & 3,7732 & 4,1709 & 4,1714 & 4,2145 \\*
51222 & 3,3817 & 3,7536 & 4,1378 & 4,1394 & 4,2416 \\ 51222 & 3,3817 & 3,7536 & 4,1378 & 4,1394 & 4,2416 \\*
60708 & 3,3394 & 3,7241 & 4,0681 & 4,0694 & 4,2479 \\ 60708 & 3,3394 & 3,7241 & 4,0681 & 4,0694 & 4,2479 \\*
70230 & 3,3255 & 3,716 & 4,0374 & 4,0379 & 4,2273 \\ 70230 & 3,3255 & 3,716 & 4,0374 & 4,0379 & 4,2273 \\*
95286 & 3,3148 & 3,703 & 3,9966 & 3,9966 & 4,247 \\ 95286 & 3,3148 & 3,703 & 3,9966 & 3,9966 & 4,247 \\*
1,275e+05 & 3,3128 & 3,6949 & 3,9657 & 3,9665 & 4,2437 \\ 1,275e+05 & 3,3128 & 3,6949 & 3,9657 & 3,9665 & 4,2437 \\*
1,8857e+05 & 3,2875 & 3,6835 & 3,9389 & 3,9402 & 4,1398 \\ 1,8857e+05 & 3,2875 & 3,6835 & 3,9389 & 3,9402 & 4,1398 \\*
3,0508e+05 & 3,2815 & 3,6746 & 3,9205 & 3,921 & 4,0976 \\ 3,0508e+05 & 3,2815 & 3,6746 & 3,9205 & 3,921 & 4,0976 \\*
6,5206e+05 & 3,2661 & 3,6651 & 3,9054 & 3,9056 & 4,0464 \\ 6,5206e+05 & 3,2661 & 3,6651 & 3,9054 & 3,9056 & 4,0464 \\*
2,4303e+06 & 3,2217 & 3,6159 & 3,7518 & 3,8969 & 3,8972 \\ 2,4303e+06 & 3,2217 & 3,6159 & 3,7518 & 3,8969 & 3,8972 \\*
2,7113e+06 & 3,2276 & 3,6176 & 3,7598 & 3,8969 & 3,8972 \\ 2,7113e+06 & 3,2276 & 3,6176 & 3,7598 & 3,8969 & 3,8972 \\
\bottomrule %\end{tabular}
\end{tabular} %\end{table}\vspace{-1em}
\end{table}\vspace{-1em} \end{longtable}