The objective of this examination is to explore the mathematical modeling of a hybridized nanofluid flowing, which involves the transference of biologically fluid via a stretchable sheet. The nanofluid contains of pure blood as the conventional fluid, and it is combined with two nanomolecules. The flow occurs through a porosity stretchable surface. This simulation has potential applications in drugs delivery. The present study relies on the Marangoni condition and the injection/suction properties of two hybrid nanofluids (Ag-ZrO2/blood and MoS2-ZrO2/blood) to explain the time-independent and incompressible flow and transport of energy. Adding magnetic and radiation terms helps develop the issue. Similarity variables are used to define the mathematical phenomena. By using the Fehlberg approach, the reorganized nonlinear model may be carried out. Displaying and elaborating on the roles performed by restrictions in determining engineering physical quantities. The key characteristics of the current analysis are the bigger speed profiles and lower temperatures that emerge in response to the tightening stretching limit. Declining trends in the solid volume percentage have been attributed to the skin friction factor, whereas rising temperatures have had the opposite effect. Nusselt numbers for volume fraction and radiation are the polar opposite of one another. Nusselt number values are also lower for blowing than they are for suction.
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