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Channel flow of a Jeffrey fluid in a porous space with entropy generation
The present investigation reveals the Poiseuille flow of an incompressible Jeffrey fluid involving two heated parallel plates. The nonlinear model is proposed by incorporating Brownian motion vis‐a‐vis, viscous dissipation, and suction/injection, which are also taken into consideration. However, numerical treatment is based on fourth‐order Runge–Kutta shooting integration method and applied for the solution of the system of governing equation. As a novelty, the entropy analysis due to the flow irreversibility of the system is carried out, and also a computational result of the Bejan number is also elaborated. The impacts of various thermo‐physical pertinent specifications such as velocity, temperature are examined thoroughly and interpreted through graphs.
Channel flow of a Jeffrey fluid in a porous space with entropy generation
The present investigation reveals the Poiseuille flow of an incompressible Jeffrey fluid involving two heated parallel plates. The nonlinear model is proposed by incorporating Brownian motion vis‐a‐vis, viscous dissipation, and suction/injection, which are also taken into consideration. However, numerical treatment is based on fourth‐order Runge–Kutta shooting integration method and applied for the solution of the system of governing equation. As a novelty, the entropy analysis due to the flow irreversibility of the system is carried out, and also a computational result of the Bejan number is also elaborated. The impacts of various thermo‐physical pertinent specifications such as velocity, temperature are examined thoroughly and interpreted through graphs.
Channel flow of a Jeffrey fluid in a porous space with entropy generation
Ramanuja, Mani (author) / Krishna, Gunduboina G. (author) / Nagaradhika, Vatkuru (author) / Sreenadh, Sreedharamalle (author) / Mishra, Satyaranjan (author)
Heat Transfer ; 51 ; 2343-2361
2022-03-01
19 pages
Article (Journal)
Electronic Resource
English