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Research Article

THERMAL DIFFUSION AND RADIATION ABSORPTION IMPACTS ON CHEMICALLY REACTIVE AND RADIATIVE NANOFLUID FLOW PAST AN EXPONENTIALLY ACCELERATED VERTICAL POROUS PLATE

M
M. Santha Raju Department of Mathematics, Dr. S. R. K. Government Arts College, Yanam - 533464, Andhra Pradesh, INDIA
G
G. S. S. Raju Department of Mathematics, JNTUA College of Engineering, Pulivendula, Andhra Pradesh, INDIA
Volume 19, Issue 3 Pages 421-436 December 30, 2023 162 downloads
Article overview

Abstract

The role of thermal diffusion (Soret) and radiation-absorption influences on the unsteady MHD boundary layer flow for Silver (Ag) and Copper (Cu) water-based nanofluid over an accelerated exponentially vertical porous plate has been investigated. The varying temperature and concentration at the plate are also considered. The governing equations of the flow are numerically resolved to employ the finite-difference system of the implicit Crank-Nicolson method. Fluid velocity, fluid temperature, and species concentration were all plotted for meaningful physical parameters. For both nanofluids, non-dimensional metrics such as the friction factor, Nusselt number, and Sherwood number at the surface are tabulated. The data obtained from the literature provide strong validation for the findings. The finding of the study is that both nanofluids' velocities rise with increases in Soret and radiation absorption parameters. For increased values of Soret and radiation absorption parameters, the friction factor and Nusselt number increase. Sherwood numbers drop for the Soret parameter and rise for the radiation absorption.

Keywords and Phrases

MHDNanofluidradiation absorptionvariable concentrationvariable temperaturefinite difference scheme.

AMS Subject Classification

35Q35, 76M20, 76S05, 76W05, 80A32, 76M55.

Reference information

How to Cite

M. Santha Raju, G. S. S. Raju (2023). THERMAL DIFFUSION AND RADIATION ABSORPTION IMPACTS ON CHEMICALLY REACTIVE AND RADIATIVE NANOFLUID FLOW PAST AN EXPONENTIALLY ACCELERATED VERTICAL POROUS PLATE. South East Asian Journal of Mathematics and Mathematical Sciences, 19(3), 421-436.
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