A form of MHD universal equations of unsteady incompressible fluid flow with variable elctroconductivity on heated moving plate | Zendy

Zoran Boricic | Zendy; Dragiša Nikodijević | Zendy; Dragica Milenković | Zendy; Živojin Stamenković | Zendy

Open Access

A form of MHD universal equations of unsteady incompressible fluid flow with variable elctroconductivity on heated moving plate

Author(s) -

Zoran Boricic,

Dragiša Nikodijević,

Dragica Milenković,

Živojin Stamenković

Publication year - 2005

Publication title -

theoretical and applied mechanics

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.279

H-Index - 6

eISSN - 2406-0925

pISSN - 1450-5584

DOI - 10.2298/tam0501065b

Subject(s) - mechanics , laminar flow , physics , compressibility , magnetohydrodynamics , stream function , joule heating , classical mechanics , magnetohydrodynamic drive , fluid dynamics , viscous liquid , magnetic field , vorticity , quantum mechanics , vortex

This paper deals with laminar, unsteady flow of viscous, incompressible and electro conductive fluid caused by variable motion of flat plate. Fluid electro conductivity is variable. Velocity of the plate is time function. Plate moves in its own plane and in "still" fluid. Present external magnetic filed is perpendicular to the plate. Plate temperature is a function of longitudinal coordinate and time. Viscous dissipation, Joule heat, Hole and polarization effects are neglected. For obtaining of universal equations system general similarity method is used as well as impulse and energy equation of described problem

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