Modeling and Analysis of Unsteady Casson Fluid Flow due to an Exponentially Accelerating Plate with Thermal and Solutal Convective Boundary Conditions

We intend to analyze the consequence of considering thermal radiation on time-dependent flow Casson fluid due an exponentially accelerated inclined surface along with as well solutal convective boundary conditions. Fundamental equations governing isotropic incompressible radiative are defined through a set linear partial differential equations, and exact solutions derived by using Laplace transform approach. The numerical findings, obtained MATLAB software, presented in graphical tabular representations based analytical fundamental equations. This investigation shows that increment results velocity temperature distribution including momentum layer thicknesses. Most interestingly, increasing mass transfer coefficient species concentration, profiles, rate. However, diminishes near plate upon increase inclination. scientific community will benefit greatly from this work since findings can serve benchmark approaches solve fully nonlinear problems.