Abstract
In nature, there are different groups of microorganisms. These groups are: archaea, bacteria, fungi (yeasts and molds), protozoa, algae and viruses. In this research, general species of microorganisms is considered. The intension of recent work is to scrutinize heat transfer analysis for viscous flow of pseudoplastic nanomaterial including motile microorganisms over a Riga plate. Soret and Dufour aspects and convection conditions are accounted. Energy expression is modeled with heat generation and radiation effects. Characteristics of nanofluid is scrutinized through Boungiorno's model. Presence of species of gyrotactic microorganisms is considered. In addition, chemically reactive flow of first order is discussed. Similarity transformation is used to transforms non-linear differential system into non-dimensional ordinary differential system. The resultant coupled systems are solved through ND-solve method. Graphical results of liquid flow, concentration, microorganism concentration and thermal field versus influential variables are presented. Numerical outcomes of velocity gradient, solutal transfer rate, microorganism density and Nusselt number for sundry variables are examined in tubularized form. A decrement in fluid flow is seen for magnetic variable, while reverse characteristics reserved for drag force. Larger approximation of Dufour number lead to enlarge the temperature similar characteristics for thermal field is found through random and thermophoretic variables.