\begin{table}%t2
%%\centering

\par
\caption{\label{tab:V}Coefficients of the third-order polynomial in each chip used
to represent our geometric distortion in the final solution for the
$V$ filter.}
%%\centering

\par
\begin{tabular}{ccrrrrrrrr}
\hline
\hline\noalign{\smallskip}
Term $(q)$&Polyn.
&$a_{q,[1]}$&$b_{q,[1]}$&$a_{q,[2]}$&$b_{q,[2]}$&$a_{q,[3]}$&$b_{q,[3]}$&$a_{q,[4]}$&$b_{q,[4]}$\\
\hline\noalign{\smallskip}
1&$\tilde{x}$&            $ +0.0000 $&$ +6.3877 $&$ +0.0000 $&$ +0.1638 $&$ +0.0000 $&$ -6.2855 $&$ +0.0000 $&$ +1.0239 $\\
2&$\tilde{y}$&            $ +0.0000 $&$+20.2053 $&$ +0.0000 $&$ -2.7878 $&$ +0.0000 $&$+20.2021 $&$ +0.0000 $&$-16.5767 $\\
3&$\tilde{x}^2$&          $ -7.1942 $&$ +0.6063 $&$ -0.1033 $&$ +0.6919 $&$ +7.2181 $&$ +0.6900 $&$ +0.9713 $&$-15.7873 $\\
4&$\tilde{x}\tilde{y}$&   $ +3.2801 $&$-10.7004 $&$ +3.6108 $&$ -0.2218 $&$ +3.5260 $&$+10.5439 $&$-13.8197 $&$ +0.3543 $\\
5&$\tilde{y}^2$&          $-12.2026 $&$+11.3321 $&$ -0.3165 $&$+11.7370 $&$+12.1294 $&$+11.7808 $&$ +0.0850 $&$ -9.0966 $\\
6&$\tilde{x}^3$&          $ -1.1416 $&$ -0.0136 $&$ -1.1606 $&$ +0.0168 $&$ -1.0659 $&$ +0.0204 $&$-13.1945 $&$ +0.0213 $\\
7&$\tilde{x}^2\tilde{y}$& $ -0.1559 $&$ -2.5312 $&$ -0.0204 $&$ -2.5133 $&$ +0.1460 $&$ -2.6083 $&$ +0.1596 $&$ -5.4927 $\\
8&$\tilde{x}\tilde{y}^2$& $ -5.7174 $&$ -0.3752 $&$ -5.7339 $&$ -0.1705 $&$ -5.8841 $&$ +0.2810 $&$ -2.3973 $&$ +0.0324 $\\
9&$\tilde{y}^3$&          $ -0.2740 $&$-12.6714 $&$ +0.0087 $&$-12.4949 $&$ +0.1189 $&$-13.1913 $&$ +0.0876 $&$ -0.9556 $\\
\hline
\end{tabular}\vspace*{4.4mm}
\end{table}