Chandrasekhar S. (1961): Hydrodynamic and Hydromagnetic Stability. - London: Oxford University Press.Google Scholar

Charier-Mojtabi M.C., Elhajjar B. and Mojtabi A. (2007): Analytical and numerical stability analysis of Soret driven convection in a horizontal porous layer. - Phys. of Fluids, vol.19, pp.124104-13.Google Scholar

Cowley M.D and Rosensweig R.E. (1967): The interfacial stability of a ferromagnetic fluid. - J. Fluid Mech., vol.30, pp.671-688.Google Scholar

Finlayson B.A. (1970): Convective instability of ferromagnetic fluids. - J. Fluid. Mech., vol.40, pp.753-767.CrossrefGoogle Scholar

Hemalatha R. and Sivapraba N. (2012): Effect of magnetic field dependent viscosity on ferroconvection in a sparsely distributed anisotropic porous medium in the presence of horizontal thermal gradient. - Ind. J. Pure. Appl. Phys., vol.50, pp.907-914.Google Scholar

Hemalatha R., Sekar R. and Vaidyanathan G. (2012 ): Effect of dust particles on a Soret- driven ferro thermohaline convection in a rotating medium. - Int. J. of Appl., Mech. and Engng., vol.17, No.2, pp.367-381.Google Scholar

Hemalatha R., Sekar R. and Vaidyanathan G. (2011): Effect of rotation on a Soret- driven thermohaline convection in dusty ferrofluids saturating a porous medium. - Int. J. of Appl., Mech. and Engng., vol.16, No.4, pp.1021-1036.Google Scholar

Hupper H.E and Turner J.S. (1981): Double diffusive convection. - J. Fluid Mech., vol.106, pp.299-329.Google Scholar

Hurle D.T.J. and Jakemann E.J. (1971): Soret-driven thermo solutal convection. - Fluid Mech., vol.47, pp.667-687.Google Scholar

Kim M.C. (2011): Linear stability analysis on the onset of Soret driven motion in nanoparticles suspension. - The European Physical Journal, vol.34, pp.27.Google Scholar

Kushal S., Paras R. and Kushal S. (2011b): Revolving ferrofluid flow under the influence of magnetic field dependent viscosity and porosity with rotating disk on. - J. Electro Magn. Analysis and Applications (Scientific Research), vol.3(9), pp.378-386.Google Scholar

Kushal S., Paras R., Anupam B. and Kushal S. (2010): Effect of magnetic field dependent viscosity on revolving ferrofluid. - J. Magn. Magn. Mater., vol.322, No.21, pp.3476-3480.Web of ScienceGoogle Scholar

Kushal S., Paras R., Kushal S. and Anupam B. (2011a): Effect of porosity on revolving ferrofluid with rotating disk - Int. J. Fluids Engng., vol.3, No.3, pp.261-271.Google Scholar

Lalas D.P. and Carmi S. (1971): Thermo convective stability of ferrofluids. - Phys Fluids, vol.14, No.2, pp.436-437.Google Scholar

Lange A. (2004): Thermomagnetic convection of magnetic fluids in a cylindrical geometry. - Phys. Rev., E.70, pp.046308.Google Scholar

Ramanathan and Muchikel N. (2006): Effect of temperature-dependent viscosity on ferroconvection in a porous medium. - Int. J. of Appl. Mech. and Engng., vol.11, No.1, pp.93-104.Google Scholar

Rosensweig R.E. (1985): Ferrohydrodynamics. - Cambridge: Cambridge University Press.Google Scholar

Schechter R.S and Velarde M. (1974): The component Benard problem - Adv. in Phys., vol.26, pp.265-301.Google Scholar

Schwab L., Hilderbrandt U. and Stierstadt K. (1983): Magnetic Benard convection. - J. Magn. Magn. Mater., vol.39, pp.113-114.CrossrefGoogle Scholar

Sekar R., Vaidyanathan G. and Hemalatha R. (2008): Soret-driven thermohaline convection in dusty ferrofluids saturating a porous medium. - Int. J. of Appl., Mech. and Engng., vol.13, No.4, pp.1003-1018.Google Scholar

Sekar R., Vaidyanathan G. and Hemalatha R. (2009): Effect of presence of dust particles on Soret-driven ferrothermohaline convection. - Int. J. of. Appl. Mech. and Engng., vol.14, No.2, pp.509-522.Google Scholar

Sekar R., Vaidyanathan G. and Ramanathan A. (1998): Effect of rotation on ferrothermohaline convection saturating a porous medium. - Int. J. Eng. Sci., vol.5, pp.445-452.Google Scholar

Sekar R., Vaidyanathan G. and Ramanathan A. (2000): Effect of rotation on ferrothermohaline convection. - J. Magn.Google Scholar

Magn. Mater., vol.218, pp.266-272.Google Scholar

Sekar R., Vaidyanathan G., Hemalatha R. and Sendhilnathan S. (2006): Effect of sparse distribution pores in a Soret driven ferrothermohaline convection. - J. Magn. Magn. Mater., vol.302, pp.20-28.Google Scholar

Sekar R., Vaidyanathan G., Hemalatha R. and Sendhilnathan S. (2007): Effect of Coriolis force on Soret driven thermohaline convective system. - Int. J. Mathematical Sci., vol.6, No.3-4, pp.666-673.Google Scholar

Sekar R., Vaidyanathan G. and Ramanathan A. (1993): The ferroconvection in fluids saturating a rotating densely packed porous medium. - Int. J. Eng. Sci., vol.31, No.2, pp.241.CrossrefGoogle Scholar

Shevtsova M., Melnikov D.E. and Clegros J. (2006): Onset of convection in Soret driven instability. - Phys. Rev., E.73, p.047302.Google Scholar

Shliomis M.I. and Souhar M. (2000): Self-oscillatory convection caused by Soret-effect. - Europhys Lett., vol.49, No.1, pp.55.Google Scholar

Sunil A. and Sharma R.C. (2005a): Effect of magnetic field dependent viscosity on thermosolutal convection in ferromagnetic fluid. - App. Math. Comp., vol.163, No.3, pp.1197-1214.Google Scholar

Sunil A., Poonam S. and Amit M. (2011): A non linear stability analysis of a rotating double diffusive magnetized ferrofluid. - Appl. Maths. Computation., vol.218, No.6, pp.2785-2799.Google Scholar

Sunil D. and Sharma R.C. (2005b): Effect of magnetic field dependent viscosity on thermosolutal convection in ferromagnetic fluid saturating a porous medium. - Trans. Porous Media, vol.60, No.3, pp.251-274.Google Scholar

Turner J.S. (1974): Double diffusive phenomena. - Ann. Rev Fluid Mech., vol.6, pp.37.CrossrefGoogle Scholar

Vaidyanathan G and Sekar R (2002b): Effect of magnetic field dependent viscosity on ferroconvection in rotating medium. - Ind. J. Pure. Appl. Phys., vol.40, pp.159-165.Google Scholar

Vaidyanathan G., Sekar R., Vasanthakumari R. and Ramanathan A. (2002c): Effect of magnetic field dependent viscosity on ferroconvection in a rotating sparsely distributed porous medium. - J. Magn. Magn. Mater., vol.250, pp.65-76. Vaidyanathan G., Sekar R. and Ramanathan A. (1995): Ferrothermohaline convection in a porous medium. - J. Magn.Google Scholar

Magn. Mater., vol.176, pp.321-330.Google Scholar

Vaidyanathan G., Sekar R. and Ramanathan A. (1997): Ferrothermohaline convection.- J. Magn. Magn. Mater., vol.176, pp.321-330.Google Scholar

Vaidyanathan G., Sekar R., Hemalatha R., Vasanthakumari R. and Sendhilnathan S. (2005): Soret driven ferrothermohaline convection. - J. Magn. Magn. Mater., vol.288.Google Scholar

Vaidyanathan G., Ramanathan A. and Maruthamanikandan S. (2002a): Effect of magnetic field dependent viscosity on ferroconvection in sparsely distributed porous medium. - Ind. J. Pure. Appl. Phys., vol.40, pp.166-171.Google Scholar

Voelker T. and Odenbach S. (2005): Thermo diffusion in ferrofluids in the presence of a magnetic field. - Phys Fluids., vol.17, pp.037104. CrossrefGoogle Scholar

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