A steady flow of MHD Maxwell viscoelastic fluid on a flat porous plate with the outcome of radiation and heat generation

Maxwell fluids display viscous flow on a long timescale but exhibit additional elastic resistance during rapid deformations. Among various types of rate-type fluids, the fluid has achieved prominence in numerous study fields. This viscoelastic and properties. Due to their reduced complexity, this is utilized used polymeric industries. We have established mathematical model based applications. article examines graphical analysis for steady-state magnetohydrodynamic horizontal flat plate permeable medium with heat thermal radiation. The non-dimensional similarity transformation frame partial differential equations restored ordinary equations. shooting technique originated find solutions nonlinear boundary value problems help MATLAB software via Runge-Kutta Fehlberg method. primary idea behind strategy change conditions into initial problems. Several plots illustrate leading parameters such as Prandtl number ( Pr ), Deborah De Eckert Ec generation Q radiation Rd Lewis Le magnetic parameter M slip condition β ) velocity profile energy transfer behaviour. validated our results published work. most significant impact that Nusselt drops rises climbs when increases. skin friction coefficient increases