Soret and Dufour effects of electrical MHD Nanofluid with Higher order Chemical reaction

Authors

  • S. Jagadha
  • Degavath Gopal
  • N. Kishan

Abstract

In this study, the authors describe homogeneous chemical reactions of order ‘n’ of nanofluid, is discussed. Influence of some thermophysical properties of nanofluid along  a stretching porous sheet is taken. The transferring temperature and concentration of nanofluid as well as higher-order chemical processing is investigated. The dimensionless Soret number and Dufour number, impacts of electric and magnetic fields on nanofluid are analyzed. The physical significance extracted from mathematical statements in terms of partial derivatives along with boundary conditions. The nonlinear governing partial mathematical derivatives converted into standard ordinary differential mathematical formulations by suitable similarity variable. These equations are evaluated by numerical method, Runge-Kutta with MATLAB ’bvp4c’ iterative programming methodology to seek out results of fluid velocity, fluid temperature, fluid concentration extensively. The effects of dimensionless parameters such as the random motion of Brownian, porous, electric, mixed convection, chemical reaction and thermophoresis are verified. The dimensionless numbers such as Hartmann, Schmidt, Lewis and Prandtl, are analyzed.

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Published

2020-01-16

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Articles