A new approach for the generalized fractional Casson fluid model with
Newtonian heating described by the modified Riemann-Liouville fractional
operator
Abstract
This research is about the transfer of heat of a generalized fractional
Casson fluid on an unsteady boundary layer which is passing through an
infinite oscillating plate, in vertical direction combined with the
Newtonian heating. The results are obtained by using modified
Riemann-Liouville fractional derivative. The present fluid model, starts
with the governing equations which are then converted to a system of
partial differential equations(linear) by using some suitable
non-dimensional variables. Using the method of integral balance and the
Laplace transform technique, an analytical solution is obtained. The
velocity and temperature expressions are derived and the effects of
modelling parameters re shown in tables and graphs to validate the
obtained theoretical results.