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Three-dimensional stagnation point motion of bioconvection nanofluid via moving stretching sheet with convective and anisotropic slip condition

Nune PratyushaDepartment of Mathematics, Humanities & Sciences, MLR Institute of Technology, Dundigal Police Sation road, Hyderabad, 500043, Telangana, IndiaNainaru TarakaramuDepartment of Mathematics, School of Liberal Arts and Sciences, Mohan Babu University, Sree Sainath Nagar, Tirupati, 517102 A.P, IndiaSuresh Babu RDepartment of Mathematics, M S Ramaiah Institute of Technology, Bangalore, 560054, KarnatakaV. SrinivasDepartment of Mathematics, School of Liberal Arts and Sciences, Mohan Babu University, Sree Sainath Nagar, Tirupati, 517102 A.P, IndiaFurqan AhmadWestern Caspian University, Baku, AzerbaijanMuhammad WaqasDepartment of Computer Science and Mathematics, Lebanese American University, Beirut, LebanonBarno Sayfutdinovna AbdullaevaDepartment of Mathematics and Information Technologies, Vice-Rector for Scientific Affairs, Tashkent State Pedagogical University, Tashkent, UzbekistanManish GuptaDivision of Research and Development, Lovely Professional University, Phagwara, India
ABI

Аннотация

The current article deals with the SM of a NFs on a 3D moving surface containing bioconvection, microorganisms, and convective conditions over anisotropic slip. This work reports describes the characteristics of bioconvection aspects of nanofluid containing microorganisms with anisotropic slip condition. The study may be important from the application point of view in microfluidic devices, antibiotics, enhanced oil recovery and many other areas. Applying the similarity variables, the basic gov. Eqs are translated to ordinary ones, and such Eqs are calculate by R-K-F fourth order programming with shooting scheme by MATLAB software. The physical parameters on the moving surface are explained in detail via graphs. We found that the temperature increases with a higher revolution and larger numerical numbers (convection parameter), while the HTR declined for various values of the SFP. The HTR enhances with surface convection, and therefore, the convection condition is helpful in reducing the viscous drag on the moving SS.

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