Thermal transport analysis for radiative entropy generated flow of Maxwell nanomaterial: Finite difference approach

Recently scientists have shown their keen interest for methods which minimize the loss of significant energy during irreversible process. Entropy generation is directly associated with degraded energy in a thermodynamic system. Thus, for improvement in system efficiency entropy optimization is obligatory. It plays significant role in thermal science and engineering. In view of such important applications here we scrutinize the numerical analysis of entropy generated magnetized flow of Maxwell nanoliquid. Motile microorganisms within presence of bioconvection is under consideration. Heat transmission under the characteristics of heat source, magnetohydrodynamics and radiation. Buongiorno model is employed for the enhancement of thermal transport of conventional liquid through random movement and thermophoresis factors. Nonlinear partial differential systems (PDEs) are developed through suitable variables. Numerical simulations of dimensionless systems (PDEs) are obtained through finite difference method (FDM). Physical results of influential variables like (heat generation, Peclet number, magnetic field, radiation, bioconvective Lewis number, thermophoresis, Prandtl number and Brownian motion variables) for velocity, entropy rate, nanoparticles concentration, temperature and microorganism field. Decay in liquid motion through magnetic field noticed. Similar characteristics for rate of entropy and temperature through radiation is witnessed.