Effects of magnetic field and nonlinear temperature profile on Marangoni convection in micropolar fluid.
Effects of slip and heat generation/absorption on MHD mixed convection flow of a micropolar fluid over a heated stretching surface.
Equations of magnetohydrodynamics of compressible fluid: Periodic solutions
The authors prove the global existence and exponential stability of solutions of the given system of equations under the condition that the initial velocities and the external forces are small and the initial density is not far from a constant one. If the external forces are periodic, then solutions periodic with the same period are obtained. The investigated system of equations is a bit non-standard - for example the displacement current in the Maxwell equations is not neglected.
Equations of magnetohydrodynamics: periodic solutions
Exact solutions of steady plane flows using -coordinates.
Exact solutions of steady plane MHD aligned flows using - or -coordinates.
Exact solutions of the magneto-fluid dynamics : a contribution
Existence and uniqueness for magnetohydrodynamic flows in pipes with viscosity dependent on the temperature.
Existence for the stationary MHD-equations coupled to heat transfer with nonlocal radiation effects
We consider the problem of influencing the motion of an electrically conducting fluid with an applied steady magnetic field. Since the flow is originating from buoyancy, heat transfer has to be included in the model. The stationary system of magnetohydrodynamics is considered, and an approximation of Boussinesq type is used to describe the buoyancy. The heat sources given by the dissipation of current and the viscous friction are not neglected in the fluid. The vessel containing the fluid is embedded...
Existence of global solution for a differential system with initial data in .
Finite difference solution of radiation effects on MHD unsteady free-convection flow over vertical plate with variable surface temperature.
Flow between coaxial rotating disks: With and without externally applied magnetic field.
Flow of electrorheological fluid under conditions of slip on the boundary.
Free boundary problem for the equations of magnetohydrodynamic incompressible viscous fluid
The existence of a global motion of magnetohydrodynamic fluid in a domain bounded by a free surface and under the external electrodynamic field is proved. The motion is such that the velocity and magnetic field are small in the H³-space.
Free convection flow of conducting micropolar fluid with thermal relaxation including heat sources.
Functional Solutions for a Plane Problem in Magnetohydrodynamics
Generalized function treatment of the Alfvén-gravity wave problem.
Geometry of fluid motion
We survey two problems illustrating geometric-topological and Hamiltonian methods in fluid mechanics: energy relaxation of a magnetic field and conservation laws for ideal fluid motion. More details and results, as well as a guide to the literature on these topics can be found in [3].
Gli universi ipersferici, il gruppo conforme ed il campo gravitazionale di Newton.
Global existence and uniqueness of strong solutions for the magnetohydrodynamic equations.