Induced magnetic field with radiating fluid over a porous vertical plate: analytical study

Ahmed, Sahin

doi:10.3329/jname.v7i2.5662

Cited by 11 publications

(12 citation statements)

References 20 publications

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“…For program code validation, the author compared the present numerical results with analytical results of Prakash et al (2014), Raptis et al (2003) and Ahmed (2010) in tables 2, 3 and 4 respectively which are available in literature. From these tables, the author observed that the results are in good agreement with their study.…”

Section: Code Validationmentioning

confidence: 99%

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MHD Casson Viscous Dissipative Fluid Flow Past a Vertically Inclined Plate in Presence of Heat and Mass Transfer: A Finite Element Technique

Raju¹,

Reddy²,

G³

2017

Frontiers in Heat and Mass Transfer

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Section: Code Validationmentioning

confidence: 99%

“…Raptis et al (2003) studied the effect of radiation in an optically thin gray gas flowing past a vertical infinite plate in the presence of a magnetic field. Ahmed (2010) found the analytical solutions of induced magnetic field with radiating fluid over a porous vertical plate using Perturbation technique.…”

Section: Introductionmentioning

confidence: 99%

MHD Casson Viscous Dissipative Fluid Flow Past a Vertically Inclined Plate in Presence of Heat and Mass Transfer: A Finite Element Technique

Raju¹,

Reddy²,

G³

2017

Frontiers in Heat and Mass Transfer

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“…Thermal diffusion and natural convection between inclined plates in a porous medium with MHD was analyzed by Raju et al [6]. Ahmed [7] discovered the radiating fluid and an induced magnetic field over a porous vertical plate. Samira et al [8] derived free convection MHD flow of an elastoviscous fluid past an infinite vertical plate.…”

Section: Introductionmentioning

confidence: 99%

Influence of Thermo-Diffusion and Heat Source on MHD Free Convective Radiating Dissipative Boundary Layer of Chemically Reacting Fluid Flow in a Porous Vertical Surface

Shaik¹,

Suneetha²

2016

JAAM

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Abstract. The article is focused on the effects of Soret and chemical reaction on MHD free convection flow through a vertical porous surface in the presence of heat source, viscous dissipation and radiation. The dimensionless governing equations for this investigation are solved analytically using perturbation technique. Numerical evaluation of the numerical results is performed and the results for velocity, temperature and concentration profiles within the boundary layer are discussed and shown graphically. Also skin-friction coefficient due to velocity, Nusselt number coefficient due to temperature and Sherwood number coefficient due to concentration fields are evaluated.Keywords: Boundary layer; MHD; Radiation; Viscous dissipation; Chemical reaction; Permeability of porous; Heat source. IntroductionOwing to their numerous applications in the industrial manufacturing process, the problem of heat and mass transfer in the boundary layers of a continuously moving semi-infinite flat plate has attracted the attention of researchers for the past three decades. Some of the application areas are hot rolling, study production, metal spinning, drawing plastic films, glass blowing, continuous casting of metals and spinning of fibers. Annealing and thinning of copper wire is another example. In all these cases, the quality of the final product depends on the rate of heat and mass transfer at the moving surface. By drawing the strips in an electrically conducting fluid subjected to a magnetic field the rate of cooling can be controlled and the final products of the desired characteristic might be achieved. Sakiadis [1] studied the boundary layer of viscous fluid on the continuous moving solid surface. Gribben [2] investigated the MHD boundary layer flow over a semi-infinite plate with an aligned magnetic field in the presence of pressure gradient. Free convection boundary layers and the study on a uniformly heated vertical plate was presented by Goldstein and Eckert [3]. Beard and Walters [4] proposed the two-dimensional boundary layer flow for an elastico-viscous fluid near a stagnation point. In the present years, the free convective flow of heat and mass transfer problems in the presence of magnetic field through a porous medium have attracted the attention of a number of research scholars because of their possible application in many branches of science and technology such as fibre and granular insulation, a geothermal system, etc. In engineering sciences, it finds many applications in MHD pumps, MHD bearing, MHD power generators, etc. The effects of free convection on stokes problem for a vertical plate under the action of transversely applied magnetic field with heat and mass transfer was discussed by Soundalgekar et al. [5]. Thermal diffusion and natural convection between inclined plates in a porous medium with MHD was analyzed by Raju et al. [6]. Ahmed [7] discovered the radiating fluid and an induced magnetic field over a porous vertical plate. Samira et al. [8] derived free convection MHD flow of an elastovisco...

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“…Orhan and Ahmad [31] examined MHD mixed convective heat transfer along a permeable vertical infinite plate in the presence of radiation and solutions are derived using Kellar box scheme and accurate finite-difference scheme. Ahmed [32] investigated the study of influence of thermal radiation and magnetic Prandtl number on the steady MHD heat and mass transfer mixed convection flow of a viscous, incompressible, electrically-conducting Newtonian fluid over a vertical porous plate with induced magnetic field. When heat and mass transfer occur simultaneously in moving fluid, the relations between the fluxes and the driving potentials are of a more intricate nature.…”

Section: Introductionmentioning

confidence: 99%

MHD Free Convective Radiative and Chemicaly Reactive Flow Over a Vertical Porous Surface in the Presence of Diffusion-Thermo Effect

Reddy¹,

Kumar²,

Reddy³

et al. 2017

IJAERS

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Induced magnetic field with radiating fluid over a porous vertical plate: analytical study

Abstract: Abstract:The objective of this investigation is to study the

Cited by 11 publications

References 20 publications

MHD Casson Viscous Dissipative Fluid Flow Past a Vertically Inclined Plate in Presence of Heat and Mass Transfer: A Finite Element Technique

MHD Casson Viscous Dissipative Fluid Flow Past a Vertically Inclined Plate in Presence of Heat and Mass Transfer: A Finite Element Technique

Influence of Thermo-Diffusion and Heat Source on MHD Free Convective Radiating Dissipative Boundary Layer of Chemically Reacting Fluid Flow in a Porous Vertical Surface

MHD Free Convective Radiative and Chemicaly Reactive Flow Over a Vertical Porous Surface in the Presence of Diffusion-Thermo Effect

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