Solution Of Generalized Casson Fluid By HBIM And DIM
Loading...
Date
2021
Authors
Journal Title
Journal ISSN
Volume Title
Publisher
UMT Lahore
Abstract
The fractional Casson fluid model has been considered in this thesis in the context of the Goodman boundary conditions. A new approach for getting the solutions of the Casson fluid models has been proposed. There is the Double Integral Method and the Heat Balance Integral Method. These two methods constitute the integral balance method. In these methods, the exponent of the approximate solutions is an open main problem, but this issue is intuitively solved by using the matching method. The graphical representations of the solutions of the fractional Casson fluid model support the main results that have been presented. In our investigations, the Caputo derivative has been used.