\begin{table}[htbp]
\centering
%\caption{DADOS-Burgers2Dv.}
\caption{Resultados: Equação de Burgers 2D, $Re=1$,CRE clássico , $m=2$, velocidade $v$.}
\begin{tabular}{ccccc}
\toprule
$N$ & $l_1$ & $l_{\infty}$ & $p_{E}^{*}$ - $l_1$ & $p_{E}^{*}$ - $l_{\infty}$
\\ \midrule
   5&&&&\\
   9&&&&\\
  17&1.7811545663E-05&1.4020636019E-04&&\\
  33&1.0361025130E-06&1.1887526304E-05&4.1035740601E+00&3.5600313574E+00\\
  65&6.2612856897E-08&1.0290330664E-06&4.0485640116E+00&3.5300872864E+00\\
 129&3.8423595372E-09&8.1530678512E-08&4.0263945037E+00&3.6578025101E+00\\
 257&2.3808458870E-10&5.7045769102E-09&4.0124463786E+00&3.8371512258E+00\\
 513&1.4818790532E-11&3.7437392967E-10&4.0059746286E+00&3.9295680121E+00\\
1025&9.2431491861E-13&2.3948954010E-11&4.0028994249E+00&3.9664454217E+00\\
2049&6.0690782648E-14&1.5141063648E-12&3.9288351383E+00&3.9834241842E+00\\
\bottomrule
\end{tabular}
%\label{tab:addlabel}
\end{table}
