\begin{table}[htbp]
\centering
%\caption{DADOS-Burgers2Du.}
\caption{Resultados: Equação de Burgers 2D, $Re=1$, $m=5$, SUB ER, velocidade $u$.}
\begin{tabular}{ccccc}
\toprule
$N$ & $l_1$ & $l_{\infty}$ & $p_{E}^{*}$ - $l_1$ & $p_{E}^{*}$ - $l_{\infty}$
\\ \midrule
   5&1.0653490908E-13&3.6704524202E-13&&\\
   9&7.7341555758E-15&2.2772840988E-14&3.7839386512E+00&4.0105717119E+00\\
  17&5.4623842915E-16&1.6851899799E-15&3.8236410654E+00&3.7563311358E+00\\
  33&8.6096224433E-18&3.5264974279E-17&5.9874370317E+00&5.5785314451E+00\\
  65&1.0907314349E-14&3.9451865197E-14&-1.0307058325E+01&-1.0127641806E+01\\
 129&1.2847671723E-13&5.2193765719E-13&-3.5581391122E+00&-3.7257120801E+00\\
 257&1.2494326691E-13&5.1151930893E-13&4.0233777527E-02&2.9088794337E-02\\
 513&1.2447817048E-13&5.1156048330E-13&5.3803963152E-03&-1.1612400213E-04\\
1025&1.2423850681E-13&5.1156163460E-13&2.7803660054E-03&-3.2468768652E-06\\
2049&1.9320835646E-13&3.1560396801E-12&-6.3704509800E-01&-2.6251353680E+00\\
\bottomrule
\end{tabular}
%\label{tab:addlabel}
\end{table}
