Results 181 to 190 of about 2,684 (225)

Generalized Crane flows of micropolar fluids

Communications in Nonlinear Science and Numerical Simulation, 2010
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Magyari, E., Kumaran, V.
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Onset of Bénard–Marangoni convection in a micropolar fluid

International Journal of Heat and Mass Transfer, 2011
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Alloui, Z., Vasseur, P.
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The oscillations of a sphere in a micropolar fluid

International Journal of Engineering Science, 1971
Abstract The paper examines the rectilinear oscillation of a sphere along a dimeter and the rotary oscillation of a sphere about a diameter in Eringen's micropolar fluid. The physical quantities like the velocity, micro-rotation and the stress and couple stress components are calculated. The drag on the rectilinearly oscillating sphere and the couple
Rao, S. K. L., Rao, P. B.
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The Schneider problem for a micropolar fluid

Fluid Dynamics Research, 2006
The effect of buoyancy forces on fluid flow and heat transfer over a horizontal plate in a steady, laminar and incompressible micropolar fluid has been investigated. The wall temperature is assumed to be inversely proportional to the square root of the distance from the leading edge. The set of similarity equations has been solved numerically using the
Anuar Ishak, Roslinda Nazar, Ioan Pop
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Micropolar and dipolar fluids

International Journal of Engineering Science, 1968
Abstract The theories of micropolar and dipolar fluids have been reviewed briefly and application of these theories to the problem of Poiseuille flow in a circular channel is discussed.
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On the theory of heat-conducting micropolar fluids

International Journal of Engineering Science, 1995
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Heat-conducting micropolar fluids

Rheologica Acta, 1971
In this paper heat-conducting micropolar fluids are introduced as an extension of the theory of micropolar fluids. Constitutive equations appropriate to describe the thermal and mechanical response of micropolar fluids are constructed. The heat conduction equation is derived and the field equations are obtained. The solution to the problem ofPoiseuille
Kazakia, Y., Ariman, T.
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Thermodynamics of micropolar Bingham fluids

Journal of Non-Newtonian Fluid Mechanics, 2016
Abstract Starting from the basic thermodynamic principles, we derive equations of micropolar Bingham fluids allowing for the variable concentration of polar particles. On the one hand, such fluids exhibit couple stresses, a non-symmetrical stress tensor, microrotations, and microinertia. On the other hand, the fluids support a yield stress.
V.V. Shelukhin, V.V. Neverov
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Insensitizing controls for the micropolar fluids

Mathematical Methods in the Applied Sciences
In this paper, we investigate the existence of insensitizing controls for the micropolar fluids in a bounded domain with homogeneous Dirichlet boundary conditions and arbitrarily located internal controller. The study of insensitizing controls is essential to solve a stability problem, which means that we look for controls such that some functionals of
Qiang Tao, Zheng‐an Yao, Xuan Yin
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Peristaltic motion of a micropolar fluid

Proceedings of the Indian Academy of Sciences - Section A, 1975
Peristaltic motion of a micropolar fluid is studied for small amplitudes of peristalic waves under low Reynolds number analysis. The effect of pressure gradient on the secondary motion reveals many interesting and useful results. The critical value of the pressure gradient ensuing the reversal effect in both velocity field and microrotation is ...
Devi, R Girija, Devanathan, Rathna
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