Results 91 to 100 of about 3,052 (157)

Investigation of MHD micropolar flow between a stationary and a rotating disc: Keller-box solution

Cogent Engineering
In the present investigation, magnetohydrodynamic (MHD) micropolar fluid flow between a stationary disc and a rotating disc with a constant angular velocity is considered. The study investigates the effect of magnetic field and microrotation structure on
Param R. Tangsali, Ashwini Bhat, Nagaraj N. Katagi   +2 more
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Large deviation principle for the micropolar, magneto-micropolar fluid systems

Discrete & Continuous Dynamical Systems - B, 2018
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A Beale-Kato-Madja Criterion for Magneto-Micropolar Fluid Equations with Partial Viscosity

Boundary Value Problems, 2011
We study the incompressible magneto-micropolar fluid equations with partial viscosity in . A blow-up criterion of smooth solutions is obtained. The result is analogous to the celebrated Beale-Kato-Majda type criterion for the inviscid Euler equations ...
Hu Liping, Wang Yu-Zhu, Wang Yin-Xia
doaj  

Thermodynamic case assessment of the micropolar fluid using neural network fitting tool and quasi-linearization technique: An asymmetric channel flow application

Case Studies in Thermal Engineering
Asymmetric channel flows incorporating micropolar fluids are applicable in designing lubrication systems for bearings, gears, and seals, especially in industries like automotive and aerospace engineering.
Syed M. Hussain, Hijaz Ahmad, Hakim AL. Garalleh, Gulnaz Atta, Muhammad Amjad   +4 more
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Enhanced thermal energy storage using micropolar fluids: A numerical study

Energy Exploration & Exploitation
This study develops and solves a micropolar-fluid model for heat storage in a rectangular duct subject to constant wall heat flux. The dimensionless mass, linear and angular momentum, and energy equations are treated with a Runge-Kutta (for the coupled ...
Hamzeh Duwairi, Makram Migdady, Mohammad Alrbai   +2 more
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Non-similar analysis of suction/injection and Cattaneo-Christov model in 3D viscoelastic non-Newtonian fluids flow due to Riga plate: A biological applications

Alexandria Engineering Journal
Bioconvective non-Newtonian fluids with motile microorganisms have diverse applications in biology and medicine, offering numerous research opportunities. This article presents a comprehensive investigation into the non-similar analysis of bio-convective
Muhammad Waseem, Ebrahem A. Algehyne, Nawal Odah Al-Atawi, Gabriella Bognár, Muhammad Jawad, Sidra Naeem   +5 more
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Second order slip micropolar MHD hybrid nanofluid flow over a stretching surface with uniform heat source and activation energy: Numerical computational approach

Results in Engineering
Applications: Micropolar fluids are extensively used in lubrication, polymer processing, and heat transfer applications to enhance performance in systems with suspended microstructures.
Syed Arshad Abas, Hakeem Ullah, Mehreen Fiza, Ali Akgul, Aasim Ullah Jan, Magda Abd El-Rahman, Seham M. Al-Mekhlafi   +6 more
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A mixture theory for geophysical fluids [PDF]

Nonlinear Processes in Geophysics, 2004
A continuum theory is developed for a geophysical fluid consisting of two species. Balance laws are given for the individual components of the mixture, modeled as micropolar viscous fluids. The continua allow independent rotational degrees of freedom, so
A. C. Eringen
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Computational study of steady micropolar hybrid nanofluid flow between permeable walls: Impact of reynolds and peclet numbers using advanced numerical methods

International Journal of Thermofluids
This study investigates the steady, two-dimensional flow of a micropolar hybrid nanofluid between two parallel porous walls under varying Reynolds and Peclet numbers.
Pooriya Majidi Zar, Payam Jalili, Davood Domiri Ganji, Bahram Jalili   +3 more
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Exponential convergence of the stochastic micropolar and magneto-micropolar fluid systems

Communications on Stochastic Analysis, 2016
Summary: We study the micropolar and magneto-micropolar fluid systems with random forces in two-dimensional case. The additional terms on the equations that govern the time evolution of the velocity and micro-rotational velocity vector fields are more singular than many other equations that have been previously studied, for example Bénard or magnetic ...
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