Author(s):
1. Afaque Ahmed Bhutto:
BSRS Department, QUEST, campus Larkana, Pakistan
2. Iftikhar Ahmed Bhutto:
Sukkur IBA University,Sukkur,Pakistan
3. Saeed Ahmed Rajput:
BSRS Department, QUEST, campus Larkana, Pakistan
4. Syed Asad Raza Shah:
BSRS Department,MUET,Pakistan
Abstract:
This study focuses on developing and proving exact solutions for equations of motion involving a fluid with finite conductivity, variable viscosities, and heat transfer in the presence of a transverse magnetic field. By utilizing a transformation variable, the governing equation is transformed into a assortment of simple ordinary diferential equations, enabling accurate solutions to be achieved for the problem. The solutions demonstrate that the distribution of vorticity is proportional to the stream function, which is disturbed by oscillating (sine or cosine) or even and exponential streams. This study compares the u(x,y) profiles of steady fluid flow with changing viscosity and heat transfer travelling on a plane. The comparison is used to identify diferences in the profiles of u(x,y), providing insight into the changes that occur in interesting factors. These findings have significant implications for understanding fluid dynamics in complex systems and may have important applications in fields such as engineering and physics.
Page(s):
1-16
DOI:
DOI not available
Published:
Journal: VFAST Transactions on Mathematics, Volume: 11, Issue: 1, Year: 2023
Keywords:
exact solution
,
heat transfer
,
MHD
,
Oscillating Streams
,
Vorticity
,
Fluid Mechanics
,
Subject Classification
References:
References are not available for this document.
Citations
Citations are not available for this document.