Kundenlogin- Zusatztext
This book has been devoted to the study of some fluid dynamics problems with or without magnetic field. The hydrodynamic & hydro-magnetic flows of non-conducting & electrically conducting fluids in different geometries and some problems on a dusty fluid have been studied in this book. The unsteady Couette flow between two infinite horizontal plates induced by non-torsional oscillation and flow due to a porous oscillating disk and a fluid at infinity have been studied in Chapter 2 & 3. Unsteady hydro-magnetic flow in a rotating channel in the presence of uniform magnetic field has been analyzed in Chapter 4. Chapter 5 deals the hydro-magnetic flow of an in-compressible viscous electrically conducting fluid past a porous plate. The problem in chapter 6 can be re-investigated on taking viscous and Joule dissipation into account. The problems in chapter 7-9 can be extended to an unsteady flow problems. Chapter 10 deals with the effect of dust particles on the flow caused by torsional oscillation of a disk. Chapter 11 deals with the unsteady motion of a dusty fluid occupying the semi-infinite region. The effect of volume fraction has been neglected in chapter 10 & 11.
- Autorenportrait
Dr. Bimal Krishna Das, Associate Professor of Mathematics, Kharagpur College, West Bengal, India; Deputy Director General for Asia, IBC (UK); Deputy Governor, ABIRA (USA); Achieved University Silver Medal, Scientist of the Year Award 2010, Leading Scientist of the World 2012, Bharat Jyoti Award 2013, Bharat Seva Ratan Gold Medal Award 2014.
This book has been devoted to the study of some fluid dynamics problems with or without magnetic field. The hydrodynamic & hydro-magnetic flows of non-conducting & electrically conducting fluids in different geometries and some problems on a dusty fluid have been studied in this book. The unsteady Couette flow between two infinite horizontal plates induced by non-torsional oscillation and flow due to a porous oscillating disk and a fluid at infinity have been studied in Chapter 2 & 3. Unsteady hydro-magnetic flow in a rotating channel in the presence of uniform magnetic field has been analyzed in Chapter 4. Chapter 5 deals the hydro-magnetic flow of an in-compressible viscous electrically conducting fluid past a porous plate. The problem in chapter 6 can be re-investigated on taking viscous and Joule dissipation into account. The problems in chapter 7-9 can be extended to an unsteady flow problems. Chapter 10 deals with the effect of dust particles on the flow caused by torsional oscillation of a disk. Chapter 11 deals with the unsteady motion of a dusty fluid occupying the semi-infinite region. The effect of volume fraction has been neglected in chapter 10 & 11.
