\begin{table}[htbp]
\centering
\caption{Resultados: Burgers 1D, $Re=1$, $m=3$, SUB ER, malha uniforme.}
\begin{tabular}{ccccc}
\toprule
$N$ & $l_1$ & $l_{\infty}$ & $p_{E}^{*}$ - $l_1$ & $p_{E}^{*}$ - $l_{\infty}$
\\ \midrule

        11&1.8320060791E-16&2.8940588035E-16&&\\
        21&6.6892464876E-19&1.1105630177E-18&8.0973648682E+00&8.0256591662E+00\\
        41&2.5371787763E-21&4.3185066095E-21&8.0424747179E+00&8.0065430464E+00\\
        81&9.7750085371E-24&1.6849955370E-23&8.0199115013E+00&8.0016439173E+00\\
       161&3.7934318442E-26&6.5801850281E-26&8.0094505348E+00&8.0004009032E+00\\
       321&1.4762762614E-28&2.5701592886E-28&8.0053970832E+00&8.0001265665E+00\\
       641&3.6608067382E-31&1.5874477567E-30&8.6555853959E+00&7.3390048515E+00\\
      1281&5.2067174505E-30&1.0614859185E-29&-3.8301406012E+00&-2.7413042145E+00\\
      2561&1.4666163301E-29&3.0945649753E-29&-1.4940454842E+00&-1.5436513811E+00\\
      5121&4.4569217827E-29&7.7708384361E-29&-1.6035561340E+00&-1.3283336529E+00\\
     10241&1.6136419789E-28&2.8535964726E-28&-1.8562009738E+00&-1.8766391655E+00\\
     20481&1.4840676775E-28&3.7344542364E-28&1.2076363701E-01&-3.8811608138E-01\\
     40961&1.4003273018E-23&2.1466722676E-23&-1.6525847661E+01&-1.5810845007E+01\\
     81921&1.3784302962E-23&2.1131299925E-23&2.2737755410E-02&2.2720432162E-02\\
    163841&2.1620312479E-23&1.0073880903E-22&-6.4936105883E-01&-2.2531661555E+00\\
\bottomrule
\end{tabular}
%\label{tab:addlabel}
\end{table}
