This study investigates the magnetohydrodynamics of a micropolar fluid consisting hybrid nanofluid with mixed convection effects. By using dimensionless set variables, resulting equations ordinary differential are solved numerically bvp4c solver in MATLAB. In present work, water-based alumina–copper is analytically modeled modified thermophysical properties. The reveals that highest critical va...

A spatially self–referencing velocimetry system based on low–coherence interferometry has been developed. The measurement technique is contactless and relies on the interference between back–reflected light from an arbitrary reference surface and seeding particles in the flow. The measurement location and the flow velocity are measured relative to the reference surface’s location and velocity, ...

A spatially self–referencing velocimetry system based on low–coherence interferometry has been developed. The measurement technique is contactless and relies on the interference between back–reflected light from an arbitrary reference surface and seeding particles in the flow. The measurement location and the flow velocity are measured relative to the reference surface’s location and velocity, ...

This manuscript is concerned with a continuous adjoint complement to two-dimensional, incompressible, first-order boundary-layer equations for flat plate boundary layer. The text structured into three parts. first part demonstrates that the can be derived in two ways, following either simplify then derive or and strategy. simplification step comprises classical (BL) approximation, derivation tr...

The Blasius equation is an autonomous, third order, nonlinear differential equation, which results from an appropriate substitution in boundary layer equations. We study in details the concave solutions of initial value problems involving this equation, and apply our results to solve a related boundary value problem

We study the Darboux integrability of the celebrated Falkner– Skan equation f ′′′+ff ′′+λ(1−f ′2) = 0, where λ is a parameter. When λ = 0 this equation is known as Blasius equation. We show that both differential systems have no first integrals of Darboux type. Additionally we compute all the Darboux polynomials and all the exponential factors of these differential equations.

In the present paper, a numerical method has been demonstrated which works on an overall NewtonRaphson type algorithm and is capable of solving the “inverse” problem for turbulent, fullydeveloped, pulsating pipe flows, where the mass flow rate, rather than the pressure gradient is prescribed as a periodic function of time. The momentum equation, governing the transient, fullydeveloped pulsating...

-The problem of laminar boundary-layer flow past a flat plate is presented from the viewpoint of an engineer where the numerical results are of great interest. We compute the velocity profile in the boundary layer and other relevant physical parameters. We also compute the temperature distribution in the thermal boundary layer associated with the forced flow. We consider some algorithmic skelet...