Modalanlyse: Tabelle zu Frequenzen vervollständigt und in diesem Zuge Rechenfunktion für Tabellen hinzugefügt
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@@ -156,6 +156,8 @@
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%...
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%\end{tabular}}
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%\end{center}
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\usepackage[autolanguage]{numprint} % Zahlenformatierung
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\usepackage{spreadtab} % Rechenmöglichkeit in Tabellen
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% -----------------------------------------
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@@ -28,27 +28,36 @@
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\(1\rightarrow1,~ 2\rightarrow2,~ 3\rightarrow4,~ 4\rightarrow3,~ 5\rightarrow5,~ 6\rightarrow6 ,,, 15\rightarrow12,~ 16\rightarrow13\)
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\begin{table}[H]
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\caption[Frequenzen]{Frequenzen}\label{tab:U:Modal}\centering
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\begin{tabular}{ccc|cllll}
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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{tabular}{rcc|rllll}
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\toprule
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Freq. & FAST & ADAMS & Freq. \\ \midrule
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1 & 0,3240 & 0,3195 & 1 \\
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2 & 0,3120 & 0,3164 & 2 \\
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3 & 0,6205 & 0,6094 & 4 \\
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4 & 0,6664 & 0,6296 & 3 \\
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5 & 0,6675 & 0,6686 & 5 \\
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6 & 0,6993 & 0,7019 & 6 \\
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7 & 1,0793 & 1,0740 & \\
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8 & 1,0898 & 1,0877 & \\
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9 & 1,9337 & 1,6507 & \\
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10 & 1,9223 & 1,8558 & \\
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11 & 2,0205 & 1,9601 & \\
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12 & 2,9003 & 2,8590 & 15 \\
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13 & 2,9361 & 2,9408 & 16 \\
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\bottomrule\noalign{\vspace{-.15em}}
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\multicolumn{4}{l}{\small Werte in Hz} \\
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\noalign{\vspace{-.25em}}\bottomrule
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\end{tabular}
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& @ \multicolumn{2}{l|}{Frequenz in Hz} & & @{Frequenz aus} & @\multicolumn{2}{l}{Verhältnis 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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3 & 0.6205 & 0.6094 & 4 & 0.59009 & & \\
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4 & 0.6664 & 0.6296 & 3 & 0.53168 & & \\
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5 & 0.6675 & 0.6686 & 5 & 0.70143 & & \\
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6 & 0.6993 & 0.7019 & 6 & 0.79566 & & \\%7+(12)=2. v. 3 -> 9
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7 & 1.0793 & 1.0740 & 8 & 1.0102 & & \\
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8 & 1.0898 & 1.0877 & 9 & 1.0756 & & \\
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9 & 1.9337 & 1.6507 & 7 & 0.97752 & & \\[-.25em]%10=2. v. 5 -> 10
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& & & 12 & 2.3304 & (1-e12/b11)*100 & (1-e12/c11)*100 \\[-.25em]
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& & & 7+12 & $\frac{<<e11>>+<<e12>>}{2} =:={(e11+e12)/2} $ & (1-e13/b11)*100 & (1-e13/c11)*100 \\
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10 & 1.9223 & 1.8558 & 10 & 1.639 & & \\%11=2. v. 4 -> 11
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11 & 2.0205 & 1.9601 & 11 & 2.2585 & & \\%12=11?
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12 & 2.9003 & 2.8590 & 15 & 3.02 & & \\
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13 & 2.9361 & 2.9408 & 16 & 3.2099 & & \\
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\bottomrule
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%\end{tabular}
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\end{spreadtab}
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\end{table}\vspace{-1em}
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\subsection{Transiente Analyse}
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