In　this　paper　we　generalize　the　previous　works　to　the　case　that　the　near-horizon　dynamics　of　the　Einstein-Dilaton-Axion　theory　can　be　governed　by　the　incompressible　Navier-Stokes　equation　via　imposing　the　Petrov-like　boundary　condition　on　hypersurfaces　in　the　non-relativistic　and　near-horizon　limit.　The　dynamical　shear　viscosity　eta　of　such　dual　horizon　fluid　in　our　scenario,　which　isotropically　saturates　the　Kovtun-Son-Starinet　(KSS)　bound,　is　independent　of　both　the　dilaton　field　and　axion　field　in　that　limit.　(C)　2015　The　Authors.　Published　by　Elsevier　B.V.