Abstract
The impact of nanoliquid in the evolution of various industries and electronic devices is very remarkable. Motivated by these uses, this exploration describes the second law analysis in the Maxwell two-phase nanoliquid subject to the Lorentz force due to axisymmetric heated convective rotating flow with microorganisms and slip conditions. Thermal radiation, thermal variable conductivity, and chemical reaction are examined in the heat and concentration equation. The mass equation has been accounted for through the chemical reaction. Additionally, the physical properties of the entropy rate are considered. The constitution equations have been transformed into dimensionless form through the suitable transformation. The reduced system of equations has been solved analytically by the homotopy analysis method (HAM). The physical variables on Bejan number, entropy minimization, microorganism, concentration, velocity, and temperature distributions have been presented in graphical form. Computational results of moment coefficient, heat, mass, and motile density versus other factors are examined. The Maxwell fluid and slip variable display a reduction in radial velocity. An increase in the stretching parameter. The thermal layer is enlarged against the larger values of variable thermal conductivity, thermal radiation, and Biot number. Entropy generation and Bejan number are escalated due to the augment in the temperature difference variable, Brikamann number, and magnetic field.