Steady Mhd Heat And Mass Transfer Flow Over A Permeable Stretching Surface With Velocity, Thermal, And Mass Slip Conditions

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The study of flow over a stretching sheet has evolved much interest in recent years in view of its consisting of several industrial applications, such as the aerodynamic extrusion of plastic sheets, the boundary layer along a liquid film, consideration process of metallic plate in a cooling bath and glass, and also in polymer industries. In many engineering processes, materials fabricated by extrusion processes and heat treated materials travelling between a feed roll and a wind up roll on transmit belts possesses the characteristics of a moving continuous surface. Crane [10] is the first to investigate boundary layer flow of viscous fluid over a stretching sheet. Cortell [9] analyzed the effects of suction/blowing and heat generation/absorption through porous medium heat and mass transfer over a stretching sheet. Recently, various aspects of such problem have been investigated by many authors such as [1, 5, 8, 23, 24] . All of the previously mentioned studies assumed no slip boundary conditions. The no-slip condition is inadequate of viscous fluid. Sajid [28] investigated axisymmetric slip effects on the planar flows in a viscous fluid. Slip effects on viscous flow in the presence of suction due to stretching sheet has been analyzed by Wang [32]. Hayat, et al. [12] studied MHD heat transfer flow over a stretching sheet with velocity and thermal slip conditions. Kemparaju, et al. [14] discussed velocity slip and thermal jump condition on heat transfer MHD flow due to a stretching surface. Falkner-Skan flow of a magnetic-Carreau fluid past a wedge due to cross diffusion effects was given by Raju , et al. [18]. Gaffar, et al. [11] investigated heat transfer boundary layer slip flow of a non-Newtonian fluid from a cylinder stimulated to Keller box finite-difference method. A note on the Blasius and Sakiadis flow of a non-Newtonian power-law fluid in a constant transverse magnetic field has been demonstrated by Pantokratoras and Fang, et al. [16]. Recently, Uddin, et al. [31] discussed Blasius and Sakiadis nanofluid slip flows due to radiation effects. Generally, various aspects of such problem have been investigated by many authors such as [2, 3, 15, 17, 19-22, 25, 26, 29, 30]. Motivated in spite of the overwhelming importance and frequent occurrence of stretching sheet behaviour in industry and technology, an attempt is made in this paper to extend the work of Yasin, et al. [33] to study the effect of MHD heat and mass transfer stretching sheet with radiation effect. The present work aims to fill the gap in the existing literature. Similarity solutions