Rashed A-Ali, A., Mawlood Abdulhadi, A. (2014). UNSTEADY ENERGY EQUATION OF ELECTRICALLY CONDUCTING FLUID OF SECOND GRADE OVER A STRETCHING SHEET SUBJECT TO A TRANSVERSE MAGNETIC FIELD. , 4(1), 73-91.
Adel Rashed A-Ali; Ahmed Mawlood Abdulhadi. "UNSTEADY ENERGY EQUATION OF ELECTRICALLY CONDUCTING FLUID OF SECOND GRADE OVER A STRETCHING SHEET SUBJECT TO A TRANSVERSE MAGNETIC FIELD". , 4, 1, 2014, 73-91.
Rashed A-Ali, A., Mawlood Abdulhadi, A. (2014). 'UNSTEADY ENERGY EQUATION OF ELECTRICALLY CONDUCTING FLUID OF SECOND GRADE OVER A STRETCHING SHEET SUBJECT TO A TRANSVERSE MAGNETIC FIELD', , 4(1), pp. 73-91.
Rashed A-Ali, A., Mawlood Abdulhadi, A. UNSTEADY ENERGY EQUATION OF ELECTRICALLY CONDUCTING FLUID OF SECOND GRADE OVER A STRETCHING SHEET SUBJECT TO A TRANSVERSE MAGNETIC FIELD. , 2014; 4(1): 73-91.

UNSTEADY ENERGY EQUATION OF ELECTRICALLY CONDUCTING FLUID OF SECOND GRADE OVER A STRETCHING SHEET SUBJECT TO A TRANSVERSE MAGNETIC FIELD

Journal of College of Education for Pure Science
Article 1, Volume 4, Issue 1, 2014, Pages 73-91
Authors
Adel Rashed A-Ali; Ahmed Mawlood Abdulhadi
Abstract
In this paper, we obtain an expression for unsteady energy equation for an incompressible viscous electrically conducting second grad fluid over a stretching sheet subject to a transverse magnetic field. Homotopy analysis method (HAM) is needed to solve the governing equations. Also we examines the effects of internal heat parameter, viscoelastic parameter, magnetic parameter, Prandtl number, Eckert number and time which they control the energy equation.
Keywords
Homotopy analysis method; Unsteady; viscoelasticity; magnetic parameter; Prandtl number; Eckert number; HAM
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