Author(s):
1. Iftikhar Ahmed Bhutto:
Sukkur IBA University,Sukkur,Pakistan
2. Afaque Ahmed Bhutto:
Department of BSRS, MUET,Jamshoro,Pakistan
3. Rahim Bux Khokhar:
Department of BSRS, MUET,Jamshoro,Pakistan
4. Muhammad Aslam Soomro:
Mathematics Department, Shaikh Ayaz University,Shikarpur,Pakistan
5. Fozia Shaikh:
Department of BSRS, MUET,Jamshoro,Pakistan
Abstract:
This research investigates the equations of motion that govern the behavior of an incompressible fluid with variable viscosity, heat transfer, and the presence of a transverse magnetic field. The study derives exact solutions that describe flows in which the vorticity distribution varies indirectly with the stream function perturbed by uniform and exponential streams. To obtain these solutions, the research introduces a transformation variable that converts a nonlinear system into a linear form. The study's primary objective is to contrast the velocity profile components u(x, y) and v(x, y) in the case of unvarying two-dimensional movements of an incompressible fluid on a plane, with varying viscosity and heat transfer. The study provides insights into the fluid's behavior under diferent conditions and identifies the impact of various parameters on the velocity profile components.
Page(s):
121-140
DOI:
DOI not available
Published:
Journal: VFAST Transactions on Mathematics, Volume: 11, Issue: 1, Year: 2023
Keywords:
Variable Viscosity
,
Subject Classification
,
Viscous fluid
,
Numerical technique
,
magnetohydrodynamicsMHD
,
exact solutions
,
incompressible
,
vorticity distribution
,
Modeling and Simulation
References:
References are not available for this document.
Citations
Citations are not available for this document.