Abstract
This article examines a flow of a boundary layer as well as a temperature exchange of Maxwell-fluid in 2D along an expansion sheet using numerical methods. The impacts of magnetohydrodynamics (MHD) plus stretch on an inflow are taken into account. Methods in which nanoparticles might damage the environment are also investigated. we present differential transform method that can be applied to transform nonlinear partial differential equation into connected ODEs. A boundary layer Equations formula. are resolved numerically utilizing the Maxwell-nanofluid model. Emerging variables constraint that affects concentration and also on temp profile alone are studied; they include a magnetic constraint M, stretchy constraint K, Prandtl constraint Pr, Mass transfer restriction Nb, a convective heat flow constraint Nt, and Lewis No. Le. Interesting graphs of a findings are displayed. There are also correlations between a flow control factors and coefficient of skin friction, a dimensionless heat exchange amount, and the concentrate amount.
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