Abstract
•To present nonsimilar numerical simulations of natural convection in magneto hydrodynamic boundary-layer flow of carbon nanotubes based nanofluid above a vertical cone immersed in a porous medium subjected to the suction/injection effects.•Two distinct types of carbon nanotubes are investigated within the base fluid known as single wall carbon nanotubes and multiple wall carbon nanotubes.•Heat and mass transport mechanisms are examined in the presence of thermal radiations and chemical reactions.•Nonsimilarity transformations are operated to transmute the partial differential system into dimensionless partial differential system. Numerical solutions are acquired by employing local nonsimilarity via bvp4c algorithm.
The objective of this article is to present a novel model and the consequences of natural convection in magneto hydrodynamic (MHD) boundary-layer flow of carbon nanotubes (CNT’s) based nanofluid above a vertical cone immersed in a porous medium subjected to the suction/injection effects. Two distinct types of CNT’s are investigated within the base fluid known as single wall carbon nanotubes (SWCNT’s) and multiple wall carbon nanotubes (MWCNT’s). Moreover, heat and mass transport mechanisms are examined in the presence of thermal radiations and chemical reactions, respectively. Nonsimilarity transformations are operated to transmute the partial differential system (PDE’s) into dimensionless PDE’s. Numerical solution is acquired by employing local nonsimilarity (LNS) via bvp4c algorithm. Graphical results are plotted and discussed comprehensively against the variation of appealing parameters namely Biot number B10.5-35, Buoyancy ratio parameter Nr0.1-8, chemical reaction parameter Cr0.1-20, Prandtl number Pr(6.2-30), injection parameter Vo0.1-2, Magnetic field M0.2-60 and radiation parameter R(0.1-2). Moreover, the values of Sherwood number Sh, amount of concentration and temperature are examined for distinct values of dimensionless parameters and the conclusions are reported in tabular formation. It is noticed that the Sherwood number escalates with increasing B1 in both SWCNT’s-water and MWCNT’s-water nanofluids, while velocity and temperature profiles are decreasing function of Prandtl number. An excellent comparison is noticed that influence of SWCNT’s is higher than MWCNT’s for velocity, temperature and concentration portray. Finally, the present work is certified via comparison with already published article in limiting case. The novelty of the considered model lies in the fact that the nonsimilar model of the considered model has not been addressed in literature.