Abstract
Characteristics of entropy generation for cross fluid in the presence of Lorentz's forces are elaborated in this research. In addition, prodigious aspect of current review work is to consider the features of homogeneous-heterogeneous processes and viscous dissipation. Mathematical modeling of presented physical model is carried out in Cartesian coordinate system and formulated system of PDEs is simplified in ODEs via implementation of applicable transformations. Numerical algorithm is utilized to obtain convergent solutions. Importance of distinct variables against distributions of thermal and solutal is manifested through graphs. Outcomes of current physical model are presented through graphical data and in tabular form. It is noted that entropy generation rates and Bejan number significantly affect rate of heat-mass transport mechanisms. In addition, graphical analysis reveals that entropy generation rate has diminishing trend for diffusive variable. Moreover, we found assisting behavior of radiation parameter for Bejan number.