  In this paper, we investigate coupled quintessence with scaling potential
assuming specific forms of the coupling as $A$ namely, $\alpha \dot{\rho_m}$,
$\beta \dot{\rho_{\phi}}$ and $\sigma (\dot{\rho_m}+\dot{\rho_{\phi}})$, and
present phase space analysis for three different interacting models. We focus
on the attractor solutions that can give rise to late time acceleration with
$\Omega_{DE}/\Omega_{DM}$ of order unity in order to alleviate the coincidence
problem.
