\begin{table}%t6
\caption{Results for $\upsilon$~And~b and HD~46375~b obtained with the
Weber \& Davis model with coronal temperatures~$T$, magnetic field strengths~$B_0$ and rotation periods $P_{\rm{rot}}$ as given as general parameters. For
the two~planets the radial and azimuthal velocity components~$(v_r,v_\varphi)$ and the azimuthal magnetic field components~$B_\varphi$ at the location of the planets are listed. With these, the magnetospheric stand-off distances~$R_{\rm m}$ and magnetic moments~$\vec M$ were estimated,
followed by the power~$P$ that can be deposited by the stellar wind into the
magnetosphere. For comparison the stand-off distance and the power input into
the magnetosphere for the same planet located at 1~AU are also given.}
\label{tab:results2}
%\centering
\par
\begin{tabular}{lcccccccc} 
\hline\hline
\multicolumn{9}{c}{General parameters}\\ \hline
$T$ [$10^6$~K]&0.5&0.5&0.5&0.5&2.0&2.0&2.0&2.0 \\
$B_0$ [$10^{-4}$~T]&1&1&10&10&1&1&10&10 \\
$P_{\rm{rot}}$ [d]&3&30&3&30&3&30&3&30\\ \hline
\multicolumn{9}{c}{$\upsilon$~And~b}\\ \hline
$v_r$ [km~s$^{-1}$]&160&73&199&74&406&383&438&383\\
$v_{\varphi}$  [km~s$^{-1}$]&101&12&179&17&48&5&139&10\\
$B_{\varphi}$ [10$^{-7}$~T]&--9.2&--1.6&--24.2&--8.1&--5.3&--0.6&--22.5&--4.0\\
$R_{{m}}$ [$R_{\rm J}$]&5&6&3&3&5&5&3&3\\
$\vec{M}$ [${M_{\rm J}}$]&\multicolumn{8}{c}{0.183}\\
$P$ [10$^{17}$~J]&0.850&0.017&5.842&0.198&0.475&0.005&5.434&0.096\\
$R_{{m,{\rm AU}}}$ [$R_{\rm J}$]&15&16&11&14&13&14&11&13 \\
$P_{{m,{\rm AU}}}$~[10$^{15}$~J]&0.017&0.029&28.846&1.712&0.794&0.009&27.200&0.766\\
\hline \multicolumn{9}{c}{HD~46375~b}\\ \hline
$v_r$ [km~s$^{-1}$]&119&76&148&77&398&389&413&389\\
$v_{\varphi}$  [km~s$^{-1}$]&65&8&118&11&26&3&77&6\\
$B_{\varphi}$ [10$^{-7}$~T]&--8.97&--1.23&--26.7&--6.6&--3.97&--0.4056&--22.4&--2.88\\
$\vec{M}$ [${M_{\rm J}}$]&\multicolumn{8}{c}{0.059}\\
$R_{m}$ [$R_{\rm J}$]&3&4&2&2&3&3&2&2\\
$P$ [10$^{17}$~Js$^{-1}$]&0.262&0.004&2.081&0.052&0.104&0.001&1.747&0.023\\
$R_{{m,{\rm AU}}}$ [$R_{\rm J}$]&10&11&8&10&9&9&8&9\\
$P_{{m,{\rm AU}}}$
[10$^{15}$~J]&0.211&0.003&5.500&0.236&0.085&0.001&4.784&0.084\\ \hline
\end{tabular}
\end{table}