Details Details PDF BIBTEX RIS Title Boundary layer flow of magneto-micropolar nanofluid flow with Hall and ion-slip effects using variable thermal diffusivity Journal title Bulletin of the Polish Academy of Sciences: Technical Sciences Yearbook 2017 Volume 65 Numer No 3 Authors Bilal, M. ; Hussain, S. ; Sagheer, M. Divisions of PAS Nauki Techniczne Coverage 383-390 Date 2017 Identifier DOI: 10.1515/bpasts-2017-0043 ; ISSN 2300-1917 References Motsa (2012), The effects of chemical reaction Hall and ion - slip currents on MHD micropolar fluid flow with thermal diffusivity using a noval numerical technique Art ID, Appl Math, 2012. ; Attia (2015), Ion slip effect on unsteady Couette flow of a dusty fluid in the presence of uniform suction and injection with heat transfer, Braz Soc Mech Sci Eng, 38, 2381. ; Sheikholeslami (2016), Free convection of magnetic nanofluid considering MFD viscosity effect, Mol Liq, 218. ; Das (2015), Entropy analysis of unsteady magneto - nanofluid flow past accelerating stretching sheet with convective boundary condition, Appl Math Mech, 36, 1593. ; Abbasi (2016), Heat transfer analysis for three - dimensional flow of Maxwell fluid with temperature dependent thermal conductivity : Application of Cattaneo - Christov heat flux model, Mol Liq, 220. ; Patel (2012), Effective viscosity of magnetic nanofluids through capillaries, Phys Rev, 85, 026316. ; Abbas (2017), Numerical study of homogeneous - heterogeneous reactions on stagnation point flow of ferrofluid with non - linear slip condition Chinese, J Chem Engr, 25, 11. ; Ozerinc (2010), Enhanced thermal conductivity of nanofluids : a state - of - the - art review, Microfluid Nanofluid, 8, 145. ; Anika (2015), Thermal diffusion effect on unsteady viscous MHD micropolar fluid flow through an infinite vertical plate with Hall and ion - slip current, Proc Engr, 105. ; Eringen (1972), Theory of thermomicropolar fluids, Math Anal Appl, 38, 480. ; Eringen (1966), Theory of micropolar fluids, Math Mech, 16, 1. ; Shehzad (2016), Doubly stratified mixed convection flow of Maxwell nanofluid with heat generation / absorption, Magn Mater, 404. ; Kakac (2016), Single - phase and two - phase treatments of convective heat transfer enhancement with nanofluids - A state - of - the - art review, J Ther Sci, 100, 75. ; Sheikholeslami (2016), Lattice Boltzmann simulation of nanofluid heat transfer enhancement and entropy generation, Mol Liq, 214. ; Li (2016), MHD viscoelastic flow and heat transfer over a vertical stretching sheet with Cattaneo - Christov heat flux effects, Mol Liq, 221. ; Olajuwon (2011), Convection heat and mass transfer in a hydromagnetic flow of a second - grade fluid in the presence of thermal radiation and thermal diffusion Heat and Mass, Trans, 38, 377. ; Sheikholeslami (2016), Effect of electric field on hydrothermal behavior of nanofluid in a complex geometry, Mol Liq, 213. ; Murshed (2008), Thermophysical and electrokinetic properties of nanofluids - a critical review, Appl Therm Engr, 28, 17. ; Ahmed (2016), Mixed convection from a discrete heat source in enclosures with two adjacent moving walls and filled with micropolar nanofluids, Sci Tech J, 19, 364. ; Cao (2016), Convection of Maxwell fluid over stretching porous surface with heat source / sink in presence of nanoparticles : Lie group analysis, Appl Math Mech, 37, 433. ; Sadeghinezhad (2016), A comprehensive review on graphene nanofluids : recent research , development and applications, Energy Con Mang, 111. ; Choi (2009), Nanofluids : from vision to reality through research, Heat Transf, 131. ; Uddin (2013), Hall and ion - slip effect on MHD boundary layer flow of a micro polar fluid past a wedge, Scientia Iranica, 20, 467. ; Reddy (2015), Magneto hydrodynamics stagnation point flow of a nanofluid over an exponentially stretching sheet with an effect of chemical reaction heat source and suction / injunction World, Mech, 5, 211. ; Wong (2010), Applications of nanofluids : current and future, Mech Engr, 1. ; Haq (2015), Buoyancy and radiation effect on stagnation point flow of micropolar nanofluid along a vertically convective stretching surface, IEEE Trans Nanotech, 14, 42. ; Attia (2005), Effect of the ion slip on the MHD flow of a dusty fluid with heat transfer under exponential decaying pressure gradient, Eur J Phys, 3, 484. ; Buongiorno (2006), Convective transport in nanofluids ASME, Heat Transf, 128. ; Mushtaq (2015), Numerical study of the non - linear radiation heat transfer problem for the flow of a second - grade fluid, Chem Comm, 47, 725. ; Elgazery (2009), The effects of chemical reaction Hall and ion slip currents on MHD flow with temperature dependent viscosity and thermal diffusivity Nonlinear, Sci Num Sim, 14, 1267.