![]() Jomekian A, Bazooyar B, Poormohammadian SJ, Darvishi P. Effect analysis on flow and boiling heat transfer performance of cooling water-jacket of bearing in the gasoline engine turbocharger. Jiaqiang E, Zhang Z, Tu Z, Zuo W, Hu W, Han D, Jin Y. Performance enhancement of a baffle-cut heat exchanger of exhaust gas recirculation. Jiaqiang E, Han D, Deng Y, Zuo W, Qian C, Wu G, Peng Q, Zhang Z. Field synergy analysis for enhancing heat transfer capability of a novel narrow-tube closed oscillating heat pipe. Jiaqiang E, Zhao X, Liu H, Chen J, Zuo W, Peng Q. Impact of cross diffusion on MHD viscoelastic fluid flow past a melting surface with exponential heat source. Kumar A, Reddy JVR, Sugunamma V, Sandeep N. Cross diffusion and exponential space dependent heat source impacts in radiated three-dimensional (3D) flow of Casson fluid by heated surface. Zia QM, Ullah I, Waqas M, Alsaedi A, Hayat T. Magneto-Thermo-Marangoni convective flow of Cu–H 2O nanoliquid past an infinite disk with particle shape and exponential space based heat source effects. Mahanthesh B, Gireesha BJ, Prasannakumara BC, Sampath Kumar PB. Casson fluid flow with variable thermo-physical property along exponentially stretching sheet with suction and exponentially decaying internal heat generation using the homotopy analysis method. 2019 71:344.Īnimasaun IL, Adebile EA, Fagbade AI. Boundary layer flow over a curved surface imbedded in porous medium. Homogeneous-heterogeneous reactions in curved channel with porous medium. Numerical study of boundary-layer flow due to a nonlinear curved stretching sheet with convective heat and mass conditions. Hayat T, Saifc RS, Ellahi R, Muhammad T, Ahmad B. Hydromagnetic slip flow of nanofluid over a curved stretching surface with heat generation and thermal radiation. Stretching a curved surface in a viscous fluid. Boundary layer behavior on continuous solid flat surface. Radiative heat transfer study for flow of non-Newtonian nanofluid past a Riga plate with variable thickness. Kumar R, Sood S, Shehzad SA, Sheikholeslami M. Numerical analysis of MHD three-dimensional Carreau nanoliquid flow over bidirectionally moving surface. Gireesha BJ, Rudraswamy NG, Shehzad SA, Kumar KG. Thermal radiation effect on non-Newtonian fluid flow over a stretched sheet of non-uniform thickness. Sharma RP, Avinash K, Sandeep N, Makinde OD. ![]() Effects of thermo-diffusion and thermal radiation of Williamson nanofluid over a porous shrinking/stretching sheet. Radiative Maxwell fluid flow with variable thermal conductivity due to a stretching surface in a porous medium. Shehzad SA, Qasim M, Alsaedi A, Hayat T, Alsaadi F. Flow of an Eyring–Powell non-Newtonian fluid over a stretching sheet. Effect of viscous dissipation on heat transfer in a non-Newtonian liquid film over an unsteady stretching sheet. Non-similar solutions for mixed convection in non-Newtonian fluids along horizontal surfaces in porous media. ![]() Both thermal Biot number and concentration Biot number have increasing impact on temperature and concentration profiles, respectively.Īpplied magnetic field (Tesla) \(\)ĭimensionless chemical reaction parameter Also, increment of Casson parameter shows the significant change in all flow profiles. Here, it is incurred that the velocity and concentration fields increase with increasing curvature parameter, whereas temperature profile shows inverse relation. The obtained numerical values are plotted through graphs for velocity, temperature and concentration profiles with various parameters, and the variations based on these plots are discussed. The equations that govern the flow are reduced from system of partial differential equations to system of ordinary differential equations with the assistance of similarity transformations, and after that, they are solved using the numerical technique Runge–Kutta–Fehlberg fourth–fifth-order method. The present article focuses on the effect of exponential space-dependent heat source on magneto-hydrodynamic Casson fluid flow over a curved stretching sheet along with chemical reaction and convective heat and mass flux boundary conditions. ![]()
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