Numerical Investigation of Turbulent Fluid Flow Over a Porous Aerofoil Wing Design Within a Magnetic Field
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International Advanced Research Journal in Science, Engineering and Technology
Abstract
A mathematical model of turbulent fluid flow over a porous aerofoil wing design within a magnetic field is
considered. The fluid flow was modelled using Navier stokes equations of conservation of momentum, energy and mass
in cylindrical coordinates. The governing equations were then non-dimentionalized and gave rise to the non-dimensional
parameters. Computational fluid dynamics (CFD) techniques was used to simulate the flow of air over a porous wing
within a range of magnetic field strengths. Examinations of the effects of the magnetic field on key performance metrics
such as lift, drag, and efficiency, as well as the overall flow structure of the wing was performed and found valuable
insights into the use of porous aerofoil wings in the design of aircraft operating in high-magnetic field environments,
such as those found in space or near the Earth's poles. Additionally, the outcomes of the research had wider implications
for other domains investigating the impact of magnetic fields on fluid motion, such as in the design of magnetic resonance
imaging systems or in the study of planetary motions. Aerofoil wings are an essential component of aircraft design, as
they provide lift and enable flight. However, the flow of air over the wing is often turbulent, which can lead to decreased
efficiency and performance. Porous aerofoil wings was proposed as a means of reducing turbulence, and the effects of
such wings on fluid flow within a magnetic field have been thoroughly investigated. In this research, numerical
investigation of the effects of a magnetic field on turbulent fluid flow over a porous aerofoil wing design was done. It is
evident from the results that the primary velocities increase when the magnetic parameter was reduced. It was also found
that the lift force increases when the Grashof number and Prandtl number decreases.
