Modeling of HAM-based analysis on Thermodynamic Tri-hybrid Nanomaterial Flow Across a Spinng Disk Under Radiative Flows and Residual error

As machine technology has become more widely available flow across a revolving disc. Our investigation into the magneto flow of stagnation point flow of tri-disk convective heat transfer, and radiative flow effects are a direct result of this breakthrough. The surface of the disk is considered with the convective condition. In addition, this study considers into account the fact that the phenomena of a tri-hybrid nanomaterial changes as its temperature does. Nanoparticles of Molybdenum dioxide (MoS 2 ), Silicon dioxide (SiO 2 ) and Magnesium oxide (MgO) are suspentation in a ordinary fluid of kerosene oil (KO). Suitable alteration has been used to transmute the flow model into a ODEs that are self-similar. The homotopic approach in mathematica is utilized to provide a semi-analytical expression of these nonlinear ODEs. Non-dimensional characteristics that appear to have an impact are depicted visually. The convergence and residual error has been computed via MATHEMATICA 12.0. Outcomes are depicted in the form of velocity, temperature, entropy generation and Bejan number. A non-dimensional parameter (M) and stretching parameter (ε) are included in the generated flow problem to disclose the disk's slowdown. This analysis is important for the fields of biomedical engineering and cancer therapy, as well as the manufacturing and pharmaceutical industries. As per best of our knowledge, the relevant literature does not contain any such consideration that has been published.