Meredith L. Rawls edited begin_deluxetable_lccc_tablecolumns_4__.tex  almost 9 years ago

Commit id: 61b139490411c06ee2adf86b34dae592803d4afe

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\tablecaption{Physical parameters of KIC 9246715 from ELC photodynamic modeling.}  \centering  \tablehead{  \colhead{Fit parameter} & \colhead{Full LC} \colhead{All-eclipse model}  & \colhead{LC Segment RMS} & \colhead{Comment} }  \startdata  %\input{maintable_proposal.tex}  $P_{\rm{orb}}$ [d] $P_{\rm{orb}} \ \rm{[d]}$  & $171.276874 \pm 0.000006$ & $171.278 \pm 0.001$ & \\ $T_{\rm{conj}}$ [d] $T_{\rm{conj}}\ \rm{[d]}$  & $ 337.5165 \pm 0.0003$ & $ 337.514 \pm 0.003$ & 0 d $\equiv$ 2454833 BJD \\ $i$ [deg] & $87.170 \pm 0.004 $ & $87.15 \pm 0.02 $ & \\  $e \cos \omega$ & $0.33805 \pm 0.00001$ & $0.33803 \pm 0.00002$ & \\  $e \sin \omega$ & $0.1048 \pm 0.0002$ & $0.1046 \pm 0.0003$ & \\ 

$q_2$ & $0.86 \pm 0.02$ & $0.78 \pm 0.09$ & triangular limb darkening$^{\dagger}$  \enddata  \label{table1}  \tablenotetext{$\dagger$}{The \tablenotetext{\dagger}{The  triangular limb darkening law (Kipping 2013) re-parameterizes the quadratic limb darkening law, $I(\mu)/I(1) = 1 - u_1(1 - \mu) - u_2(1 - \mu)^2$, with new coefficients $q_1 \equiv (u_1 + u_2)^2$ and $q_2 \equiv 0.5(u_1 + u_2)^{-1}$.} \end{deluxetable}