Titlebook: Advances in Computational Heat and Mass Transfer; Proceedings of the 1 Ali Cemal Benim,Rachid Bennacer,Jan Taler Conference proceedings 202

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Flow and Heat Transfer Analysis of Hybrid Nanofluid over a Rotating Disk with a Uniform Shrinking RaBesides that, the magnitude of the local skin friction coefficient is found to increase with the rise of shrinking and injection parameters. However, the augmentation of the shrinking and injection parameters reduces and enhances the local Nusselt number.

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Natural Convection Heat Transfer Around a Sphere in a Rotating Fluidhe local Nusselt number behaves in non-monotonically in the upstream region with increase of the Taylor number. It is observable that vorticity contours form in multiple regions with increase of Taylor number.

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2195-4356 ook reports on cutting-edge applied research and methods in the area of heat and mass transfer and computational fluid dynamics. With a special emphasis on computational methods, it covers applications to different fields, including mechanical engineering, aerospace, and energy, among others. Some r

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Heat Transfer Augmentation in a Mini-channel Using Magnetic Nanofluid and Magnetic Vortexminar flow of magnetic nanofluid (Fe.O.) was passed through a heated channel at varying Reynolds numbers from 150 to 1000 in the presence of varying magnetic fields with strengths ranging from 0G to 2000G applied at x/D = 0.375. Two intensities of vibrations were applied - low vibration (5 mm amplit

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Response Surface Methodology of MHD Axisymmetric Hybrid Nanofluid Flow over a Radially Shrinking Surnofluid subjected to a permeable shrinking disk. The simultaneous factors of magnetic field (MHD), heat generation and suction parameter in the heat transfer development and flow characteristic are observed. The flow and energy equations are mathematically developed based on the boundary layer assum

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Flow and Heat Transfer Analysis of Hybrid Nanofluid over a Rotating Disk with a Uniform Shrinking Rasfer fluids. Considering these potential applications, the axisymmetric flow of a hybrid nanofluid towards a permeable rotating disk with a uniform shrinking rate is analyzed in the current study. Nonlinear ordinary differential equations and boundary conditions are generated, using Von Kármán’s tra

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