 
								Numerical Study of Unsteady Mass Motion Flow of Power Law Fluid Along a Vertical Plate with the Effect of Viscous Dissipation and Low Magnetic Field
								
									
										
											
											
												GM Fahad Bin Mostafa,
											
										
											
											
												Md. Rakib Hossain,
											
										
											
											
												Md. Abdus Samad
											
										
									
								 
								
									
										Issue:
										Volume 4, Issue 4, August 2017
									
									
										Pages:
										38-53
									
								 
								
									Received:
										10 December 2017
									
									Accepted:
										11 January 2018
									
									Published:
										30 January 2018
									
								 
								
								
								
									
									
										Abstract: The unsteady laminar boundary layer flow along a vertical stationary plate was investigated by taking into account the viscous dissipation of non- Newtonian fluid in case of free convection particularly. The governing non-linear partial differential equations are transformed into ordinary differential equations using a similarity transformation. Transformed equations have been discretized by finite difference approximation. The effects of viscous dissipation on velocity and temperature profile with unsteady case dimensionless numbers such as, Prandtl number (Pr), Eckert number (Ec), Grashof number (Gr) and magnetic parameter (M) have been depicted. It is observed that the interaction between the viscous heating and the buoyancy force has a significant influence on the results. Small effects have been found for Eckert number (Ec). Eventually, skin fiction coefficient (Cf) and heat transfer rate (Nu) are presented in tabular form for engineering studies.
										Abstract: The unsteady laminar boundary layer flow along a vertical stationary plate was investigated by taking into account the viscous dissipation of non- Newtonian fluid in case of free convection particularly. The governing non-linear partial differential equations are transformed into ordinary differential equations using a similarity transformation. Tr...
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