Abstract:
This thesis discusses the three-dimensional Maxwell nanofluid flow over a or- tatting deformable disk influenced Hall current and Ion slip. To increase the stability of the nanofluid flow, the effect bio-convection is embedded. The novelty of thesis is enhanced by consideration of variable thermal conductivity and viscosity. The slip and convective condition are taken at the boundary of the surface. Von Karman similarity transformation is used to obtain the differential equations from partial equations. The problem is solved numerically by using the bvp4c technique of MAT- LAB software. To highlight the key effects of the problem, graphical illustrational are used. To authenticate the presented model a comparison is also made with a published work in limiting case. An excellent correlation is obtained here.
