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[PDF] Top 20 Exact solutions of steady plane MHD aligned flows using (ξ,ψ) or (η,ψ) coordinates

Has 10000 "Exact solutions of steady plane MHD aligned flows using (ξ,ψ) or (η,ψ) coordinates" found on our website. Below are the top 20 most common "Exact solutions of steady plane MHD aligned flows using (ξ,ψ) or (η,ψ) coordinates".

Exact solutions of steady plane MHD aligned flows 
            using (ξ,ψ)  or (η,ψ) coordinates

Exact solutions of steady plane MHD aligned flows using (ξ,ψ) or (η,ψ) coordinates

... In this paper, we present an approach for the determination of exact solutions of steady plane infinitely conducting MHD aligned flows and we let x, y constant to be either x, y constant[r] ... See full document

22

A Class of Exact Solutions of Equations for Plane Steady Motion of Incompressible Fluids of Variable Viscosity for finite Peclet Number through Von-Mises Coordinates

A Class of Exact Solutions of Equations for Plane Steady Motion of Incompressible Fluids of Variable Viscosity for finite Peclet Number through Von-Mises Coordinates

... of exact solutions for plane steady motion of incompressible fluids of variable viscosity for finite Peclet number through von-Mises ...The exact solutions are determined basing ... See full document

10

A Class of Exact Solutions for a Variable Viscosity Flow with Body Force for Moderate Peclet Number ViaVon-Mises Coordinates

A Class of Exact Solutions for a Variable Viscosity Flow with Body Force for Moderate Peclet Number ViaVon-Mises Coordinates

... of exact solutions for plane steady motion of incompressible fluids of variable viscosity in the presence of body force with moderate Peclet number is ... See full document

11

Exact solutions of steady plane flows 
            using (r,ψ) coordinates

Exact solutions of steady plane flows using (r,ψ) coordinates

... determine exact solutions of steady, plane viscous incompressible magne- tohydrodynamic (MHD) aligned and non-MHD fluid flows when the polar representation of the streamline ... See full document

27

A WELL BEHAVED COMPACT STAR MODEL IN ISOTROPIC COORDINATES

A WELL BEHAVED COMPACT STAR MODEL IN ISOTROPIC COORDINATES

... first exact solution of field equations for a perfect fluid sphere of constant density was obtained by Schwarzschild[1], the relativists have been proposing different models of immensely gravitating astrophysical ... See full document

11

On Two-Dimensional Variable Viscosity Fluid Motion with Body Forcefor Intermediate Peclet Number Via von-Mises Coordinates

On Two-Dimensional Variable Viscosity Fluid Motion with Body Forcefor Intermediate Peclet Number Via von-Mises Coordinates

... new exact solutions of the equations governing the two-dimensional steady motion with moderate Peclet number of incompressible fluid of variable viscosity in presence of body force in von-Mises ... See full document

7

MHD flows in the solar atmosphere

MHD flows in the solar atmosphere

... of solutions with flows in magnetic flux tubes with a non-circular section was ...These exact solutions may be useful in stability calculations, since usually only flows in flux tubes ... See full document

189

On Plane Motion of Incompressible Variable Viscosity Fluids with Moderate Peclet Number in Presence of Body Force Via Von-Mises Coordinates

On Plane Motion of Incompressible Variable Viscosity Fluids with Moderate Peclet Number in Presence of Body Force Via Von-Mises Coordinates

... its exact solution show ever, some transformation techniques and dimension analysis methods are ...some exact solutions of NSE without body force ...for exact solution of variable viscosity ... See full document

8

On Two-Dimensional Motion of Incompressible Variable Viscosity Fluids with Moderate Peclet Number Via von-Mises Coordinates

On Two-Dimensional Motion of Incompressible Variable Viscosity Fluids with Moderate Peclet Number Via von-Mises Coordinates

... of plane steady motion with moderate Peclet number of incompressible and variable viscosity fluid is addressed to announce a class of exact solutions in von-Mises ...new exact ... See full document

17

A Class of New Exact Solution of Equations for Motion of Variable Viscosity Fluid in Presence of Body Force with Moderate Peclet Number

A Class of New Exact Solution of Equations for Motion of Variable Viscosity Fluid in Presence of Body Force with Moderate Peclet Number

... Martin’s coordinates as independent variables instead of y and x [1-2, ...the coordinates system ( ) r , ψ for the study [2] and unfortunately expired just after the publication [6] about the exact ... See full document

7

A Class of New Exact Solution of Equations for Motion of Variable Viscosity Fluid with Moderate Peclet Number through Von-Mises Coordinates

A Class of New Exact Solution of Equations for Motion of Variable Viscosity Fluid with Moderate Peclet Number through Von-Mises Coordinates

... Like other mechanics, fluid dynamics also offers difficulties due to nonlinearity in the basic equations. To overcome these difficulties some methods/techniques are found in [1-7] and articles referred therein. ... See full document

7

Vol 3, No 6 (2012)

Vol 3, No 6 (2012)

... with aligned, orthogonal and constantly inclined ...incompressible plane MHD flow of an inviscid fluid for the orthogonal ...studied plane constantly inclined MHD flow and obtained the ... See full document

7

Pulsatile Laminar Flows in a Dilated Channel Using Cartesian Curvilinear Coordinates

Pulsatile Laminar Flows in a Dilated Channel Using Cartesian Curvilinear Coordinates

... Abstract In this paper, numerical simulation has been performed to study the flow behavior of a pul- satile Newtonian fluid confined within a two-dimensional (2D) channel with an asymmetric shaped aneurysm us- ing the finite ... See full document

10

Experimental and computational investigation of flow
about low aspect ratio ellipsoids at transcritical
Reynolds numbers

Experimental and computational investigation of flow about low aspect ratio ellipsoids at transcritical Reynolds numbers

... At ˛ D 0:2 ı the potential streamlines show the node of attachment for the spheroid is almost isotropic, with all potential streamlines leaving at a different angle (Fig. 7.15). The corre- sponding node of attachment of ... See full document

38

N Fold Darboux Transformation of the Jaulent Miodek Equation

N Fold Darboux Transformation of the Jaulent Miodek Equation

... the exact solutions of the JM Equation (1.1) by using Darboux transformation (DT), which is an ef- fective method to get exact solutions from the trivial solutions of the ... See full document

8

RADIALLY VARYING MAGNETIC FIELD EFFECT ON PERISTALTIC MOTION WITH HEAT AND MASS TRANSFER OF A NON-NEWTONIAN FLUID BETWEEN TWO CO-AXIAL TUBES

RADIALLY VARYING MAGNETIC FIELD EFFECT ON PERISTALTIC MOTION WITH HEAT AND MASS TRANSFER OF A NON-NEWTONIAN FLUID BETWEEN TWO CO-AXIAL TUBES

... obtained exact analytical solutions of the governing equations which were simplified under the consideration of long wavelength and low Reynolds number ...analytical solutions of these equations are ... See full document

10

Exact solutions for unsteady MHD free convection flow with time dependent shear stress

Exact solutions for unsteady MHD free convection flow with time dependent shear stress

... of MHD on unsteady free convection flow with time dependent shear stress are ...Closed-form solutions in general form are obtained by using the Laplace transform ...known solutions from the ... See full document

6

Magneto Hydrodynamic Orthogonal Stagnation Point Flow of a Power Law Fluid Toward a Stretching Surface

Magneto Hydrodynamic Orthogonal Stagnation Point Flow of a Power Law Fluid Toward a Stretching Surface

... the steady two-dimensional stagnation point flow of an incompressible viscous fluid over a flat deformable sheet when the sheet is stretched in its own plane with a velocity proportional to the distance ... See full document

5

MHD flows at astropauses and in astrotails

MHD flows at astropauses and in astrotails

... The field lines of a vector field are typically represented by the trajectories of a corresponding system of ordinary dif- ferential equations, the so-called phase portrait. Physically interesting phase portraits are ... See full document

10

Vol 2, No 11 (2011)

Vol 2, No 11 (2011)

... The two-dimensional boundary layer flow and heat transfer of an unsteady dusty fluid over a stretching sheet is considered. Viscous dissipation is included in the energy equation. The governing partial differential ... See full document

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