Abstract
The steady flow of a Maxwell fluid in a porous orthogonal rheometer with the application of a magnetic field is studied. It is shown that there exists an exact solution for the problem. The effects of the parameters controlling the flow are analyzed by plotting graphs. It is observed that the effects of the Deborah number, the suction/injection velocity parameter, and the Reynolds number in the absence of a magnetic field are similar to those in the presence of a magnetic field. It is displayed that the Hartmann number that is based on the applied magnetic field reveals the tendency to slow down the flow.
Keywords
Rheometer
Magnetic field
Reynolds number
Mechanics
Flow (mathematics)
Field (mathematics)
Suction
Fluid dynamics
Porous medium
Physics
Materials science
Classical mechanics
Porosity
Mathematics
Thermodynamics
Rheology
Turbulence
Composite material
Quantum mechanics
Subject Areas
Rheology and Fluid Dynamics Studies
·Fluid Flow and Transfer Processes ·Physical Sciences
Lattice Boltzmann Simulation Studies
·Computational Mechanics ·Physical Sciences
Fluid Dynamics and Turbulent Flows
·Computational Mechanics ·Physical Sciences
Citations by Year
2018: 1
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