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S. Abdul Gaffar et al., International Journal of Advanced Research in Innovative Discoveries in Engineering and Applications[IJARIDEA] Vol.1, Issue 1,27 October 2016, pg. 7-11

Mixed Convection Magnetohydrodynamic Boundary Flow And Thermal Convectionof NonNewtonian Tangenthyperbolic Fluid From NonIosthermal Wedgewith Biot Number Effects S. Abdul Gaffar1, O. Anwar Beg2, E. Keshava Reddy3, V. Ramachandra Prasad4 1 2

Department of Mathematics, Salalah College of Technology, Salalah, Oman

Fluid Mechanics, Spray Research Group, Petroleum and Gas Engineering Division, School of Computing, Science and Engineering University, University of Salford, Room G77, Newton Building, Manchester, M5, 4wt, United Kingdom

3

Department of Mathematics, Jawaharlal Nehru Technological University Anantapur, Anantapuramu, India 4

Department of Mathematics, Madanapalle Institute of Technology and Science, Madanapalle, India keshava.maths@jntua.ac.in

Abstract— A scientific investigation is created to examine the nonlinear unfaltering blended convection limit layer stream and warmth exchange of an incompressible digression hyperbolicnon-Newtonian liquid from a non-isothermal wedge in the nearness of attractive field. The changed preservation conditions are understood numerically subject to physically fitting limit conditions utilizing a second-arrange precise verifiable limited distinction Keller Box method. The numerical code is accepted with past studies. The impact of various rising non-dimensional parameters, to be specific Weissenberg number (We), power law record (n), blended convection parameter, weight angle parameter (m), Prandtl number (Pr), Biot number, attractive parameter (M)and dimensionless extraneous direction on speed and temperature development in the limit layer administration are inspected in subtle element. Moreover, the impacts of these parameters on surface warmth exchange rate and nearby skin erosion are additionally examined. Approval with prior Newtonian studies is introduced and amazing relationship accomplished. It is found that speed is lessened with expanding We, while, temperature is increased. Expanding n improves speed yet diminishes temperature, a comparable pattern was seen. An expanding M is found to decline speed however temperature increments. Keywords— Magnetic parameter, Mixed Convection parameter, Non-Newtonian digression hyperbolic liquid, power law index, Weissenberg number, Weight inclination parameter. I. INTRODUCTION

This Non-Newtonian liquids have been a subject of awesome enthusiasm to analysts as of late in light of their different applications in industry and building. Case of such liquids incorporate coal-oil slurries, cleanser, paints, earth covering and suspensions, oil, restorative items, custard, physiological fluids (blood, bile, synovial liquid) and so forth. Dissimilar to the gooey liquids, the non-Newtonian liquids can't be portrayed by the single constitutive relationship between the anxiety and the strain rate. This is because of various attributes of such liquids in nature. When all is said in done, the numerical issues in non-Newtonian liquids are more convoluted on account of its non-direct and higher-request than those in gooey liquids. In spite of their complexities, researchers and specialists are occupied with non-Newtonian liquid flow. Fetecau et al.[1] determined a precise answer for the viscoelastic liquid stream actuated by a roundabout barrel subjected to the time subordinate shear stress. The issues portraying the shaky helical streams of Oldroyd-B and second grade liquids were processed by Jamil et al.[2, 3]. Tan and Masuoka[4, 5] talked about the soundness of the Maxwell liquid in a permeable medium and inferred an accurate answer for the Stokes first issue for an Oldroyd-B fluid.Recent examinations incorporate the Casson model [6], second7 © 2016, IJARIDEA All Rights Reserved


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