A ciliated flow analysis by mean of micro-wavy channel with Soret and Dufour effects

Abstract

The present approach aims to describe the Soret and Dufour effects on the peristaltic flow of heat and mass transfer for two-dimensional tangent hyperbolic fluid model having cilia walls and electro-osmotic phenomenon in an asymmetric channel. To construct the governing equations, this model employs the long wavelength and low Reynolds number approach. The peristaltic phenomenon due to pressure with electro-osmotic flow have been developed. The flow also comprises of heat and mass rate and this phenomenon have been investigated along with viscous dissipation. The impacts of relevant variables on the velocity, temperature and concentration have been examined by using the graphical results in MATHEMATICA. Overall, the objectives of this work involve a comprehensive investigation of the complex interplay between various physical effects and fluid behavior within an asymmetric channel. This research aims to provide insights into the behavior of the system and its potential applications, especially in fields like microfluidics, biotechnology or materials science.