\begin{table}[htbp]
\centering
%\caption{DADOS-Burgers2Du.}
\caption{Resultados: Equação de Burgers 2D, $Re=1$, $m=2$, CRE clássico, velocidade $u$.}
\begin{tabular}{ccccc}
\toprule
$N$ & $l_1$ & $l_{\infty}$ & $p_{E}^{*}$ - $l_1$ & $p_{E}^{*}$ - $l_{\infty}$
\\ \midrule
   5&&&&\\
   9&&&&\\
  17&3.6016315749E-05&4.1490647233E-04&&\\
  33&2.1459480812E-06&2.9140208241E-05&4.0689635326E+00&3.8317030704E+00\\
  65&1.3062041024E-07&2.6416945631E-06&4.0381629225E+00&3.4634756125E+00\\
 129&8.0502095757E-09&1.9498748334E-07&4.0202101920E+00&3.7600102472E+00\\
 257&4.9953564304E-10&1.3033290039E-08&4.0103668157E+00&3.9031082977E+00\\
 513&3.1103617651E-11&8.3941370575E-10&4.0054333268E+00&3.9566754848E+00\\
1025&1.9402972258E-12&5.3208525117E-11&4.0027328147E+00&3.9796527002E+00\\
2049&1.2178029805E-13&3.3479764690E-12&3.9939250156E+00&3.9902961210E+00\\
\bottomrule
\end{tabular}
%\label{tab:addlabel}
\end{table}
