Hall Effect on the Magnetohydrodynamic Flow of Some Newtonian and Non Newtonian Conducting Fluids

DOI : 10.28921/nrme.book.10.2018.1.216

ISBN: 978-93-87850-00-2 (Online) 

ISBN: 978-93-87850-01-9 (Print) 

Received 23 January 2018; Accepted 10 February 2018; Available online 26 March 2017

Copyright © 2018 Newredmars Education Ltd. All rights reserved.

In press

The subject of magnetohydrodynamics, briefly written MHD, deals with the flow of an electrically conducting fluid in the presences of an electromangnetic field. There is an interaction between the flow field and the electromagnetic field. The present day energy crisis encountered by man every moment has forced him to search for alternative sources and this is one of the major reasons for growing interest in the science of the flow of fluids through a magnetic field (Magnetohydrodynamics). Again, the interaction between the externally applied transverse magnetic field and the fluid motion in MHD analysis dominates various branches of science and technology such as ocean dynamics, chemical engineering, aerospace engineering, plasma jet, pollution studies and controlled fusion research. Due to enormous applications of MHD flow problem, the flow characteristics of  conducting  fluids,  both  Newtonian  and  non-Newtonian,  under  the  action  of uniform transverse magnetic field including heat and mass transfer have been investigated by a number of researchers. As a result of which copious theoretical predictions have been reported in literature. A theoretical solutions of any physical situation enables one designer to choose the optimum design.

• Content

  Chapter 1 :      Introduction, Basic Equations

  Chapter 2 :      Fluid models, Non-dimensional parameters, Mathematical methods.

  Chapter 3 :      Effect of Hall Current on unsteady Hydromagnetic free convection flow of water at 4°C  near an infinite vertical porous plate.

  Chapter 4 :      Hall  effects  on  hydromagentic  convective  flow  through  a  rotating porous channel, with heat and mass transfer.

  Chapter 5 :      Hall effects on oscillatory hydromagnetic free convective flow of a visco-elastic fluid past an infinite vertical porous plate in the presence of dissipation.

  Chapter 6 :      Hall effects on oscillatory hydromagnetic free convective flow of a non–Newtonian fluid past an infinite vertical porous flat plate with heat source/sink and constant suction.

  Chapter 7 :      Hall effect on unsteady Couette flow of visco-elastic fluid with heat and mass transfer including heat sources, chemical reaction and soret effect.

• Details information

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