2018, Vol. 3, Issue 1, Part D
Peristaltic flow of a carreau fluid model through porous medium in an asymmetric channel
Author(s): Dr. P Vinod Kumar
Abstract: There is a vivid display of Mathematical modeling and analytical solution in the system of flowing an incompressible Carreau fluid through an asymmetric channel in the porosity. Diverse amplitudes and phase are found in the peristaltic wave train on the channel walls. A long wavelength approximation plays an important role in the solution of the flow problems. The clear forms of the axial pressure gradient, pressure drop and frictional force can be obtained over a wavelength by using a perturbation technic for a small Weissenberg number. In this process the main focus is laid on the effect of various parameters on the pumping characteristics. Besides this it is found that the size of the trapped bolus would react inversely in conformity to the increament in the magnetic numbers.
Pages: 287-298 | Views: 1144 | Downloads: 28Download Full Article: Click HereHow to cite this article:
Dr. P Vinod Kumar. Peristaltic flow of a carreau fluid model through porous medium in an asymmetric channel. Int J Stat Appl Math 2018;3(1):287-298.
