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The source of flow noise under consideration is the transitional/turbulent regions of the boundary layer flow on the axisymmetric body.
The effects of upstream turbulence in the atmospheric boundary layer flow on the mean surface pressure distribution within the separated flow above a typical low-rise building roof are investigated experimentally.
Sakiadis [1] was the first to study the boundary layer flow on a continuous solid surface moving at a constant speed.
Examples of such studies include Sakiadis [1], [2] who did pioneering work on boundary layer flow on a continuously moving surface.
Nield and Kuznetsov [7] analyzed the behaviour of boundary layer flow on the Chen-Minkowycz problem in a porous layer saturated with a nanofluid.
Ishak et al. [18, 19] have studied the thermal boundary layer flow on a moving plate (Sakiadis flow) with radiation effects.
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This paper explores the impact of thermal radiation on boundary layer flow of dusty hyperbolic tangent fluid over a stretching sheet in the presence of magnetic field.
In the same year, Bhattacharyya and Layek [26] investigated the velocity slip effects on boundary layer flow of viscous fluid past a permeable stretching sheet in the presence of chemical reaction.
After the pioneering work by Sakiadis [1], a large amount of literature is available on boundary layer flow of Newtonian and non-Newtonian fluids over linear and nonlinear stretching surfaces [2 10].
From this table, we observed that, Nusselt number increase with an increasing the values of Pr and β t whereas an opposite trend is observed for different values Ec, γ, and R. The present work includes the impact of thermal radiation on boundary layer flow of dusty hyperbolic tangent fluid over a stretching sheet underneath the influence of magnetic field.
Numerical analysis has been carried out on MHD boundary layer flow of nanofluids over a moving surface in the presence of thermal radiation.
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