\begin{table}%t1
%\centering
\par
\caption{Effects of individual Standard Zernike terms vs. the
non-aberrated (ideal) case.\label{aberration1}}
\begin{tabular}{cccccc}
\hline
  \hline
  Term & Standard &  rms WFE  &    Image rms          &  COG displacement & Chromaticity\\
       & Zernike  &   [nm]    & width increase [$\%$] &     [mas]         &   [$\mu$as] \\
  \hline
  no. aber. & / & 0 & 0 & 0 & 0 \\
  1 & 1 & 0 & 0 & 0 & 0 \\
  2 & $\rho \cos(\theta)$ & 11.37 & 0 & 0 & 0 \\
  3 & $\rho \sin(\theta)$ &  32.44 & 0.1346 & 34.29 & 97.95 \\
  4 & $\rho^2 \cos(2\theta)$ & 13.02 & 1.263 & 0.030 & --2.22 \\
  5 & $2\rho^2-1$ & 26.03 & 4.927 & 0.119 & --9.27 \\
  6 & $\rho^2 \sin(2\theta)$ & 26.48 & 0.3199 & 21.35 & --359.7 \\
  7 & $\rho^3 \cos(3\theta)$ & 11.76 & 1.881 & 0.045 & --3.651 \\
  8 & $(3\rho^3-2\rho)\cos(\theta)$ & 12.51 & 1.881 & 0.045 & --3.691 \\
  9 & $(3\rho^3-2\rho)\sin(\theta)$ & 32.49 & 1.455 & --33.38 & 779.6 \\
  10 & $\rho^3\sin(3\theta)$ & 13.61 & 0.829 & 14.34 & --118.3 \\
  11 & $\rho^4\cos(4\theta)$ & 8.928 & 1.079 & 0.028 & --1.042 \\
  12 & $(4\rho^4-3\rho^2)\cos(2\theta)$ & 23.15 & 5.026 & 0.144 & 11.64 \\
  13 & $(6\rho^4-6\rho^2+1)$ & 34.21 & 9.965 & 0.262 & 20.22 \\
  14 & $(4\rho^4-3\rho^2)\sin(2\theta)$ & 38.69 & 2.083 & --36.64 & 1019 \\
  15 & $\rho^4\sin(4\theta)$ & 6.423 & $-$0.008 & 0.125 & --652 \\
  16 & $\rho^5\cos(5\theta)$ & 5.597 & 0.3312 & 0.097 & 0.6501 \\
  17 & $(5\rho^5-4\rho^3)\cos(3\theta)$ & 246.53 & 7.817 & 0.234 & 26.46 \\
  18 & $(10\rho^5-12\rho^3+3\rho)\cos(\theta)$ & 25.99 & 6.186 & 0.175 & 14.92 \\
  19 & $(10\rho^5-12\rho^3+3\rho)\sin(\theta)$ & 20.61 & 3.329 & 2.229 & --2142 \\
  20 & $(5\rho^5-4\rho^3)\sin(3\theta)$ & 26.35 & 4.571 & --18.66 & 1372 \\
  21 & $\rho^5\sin(5\theta)$ & 5.376 & --0.169 & --1.346 & --393.4 \\
  \hline
\end{tabular}
\end{table}