Thermal effects in Stokes’ Second Problem for Unsteady Second Grade Fluid Flow through Porous Medium

Reddy, K. Ramakrishna; Rama, B.; Reddy, Bhupal

doi:10.9790/5728-10310107

Cited by 2 publications

(1 citation statement)

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“…The consequences of viscous resistance on the boundary of the flow, with inertia force and heat transfer in a constant porosity was addressed by Reddy et al . 10 . Jyothi et al .…”

Section: Introductionmentioning

confidence: 99%

Parametric simulation of micropolar fluid with thermal radiation across a porous stretching surface

Bilal

Saeed

Gul

et al. 2022

Sci Rep

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The energy transmission through micropolar fluid have a broad range implementation in the field of electronics, textiles, spacecraft, power generation and nuclear power plants. Thermal radiation's influence on an incompressible thermo-convective flow of micropolar fluid across a permeable extensible sheet with energy and mass transition is reported in the present study. The governing equations consist of Navier–Stokes equation, micro rotation, temperature and concentration equations have been modeled in the form of the system of Partial Differential Equations. The system of basic equations is reduced into a nonlinear system of coupled ODE's by using a similarity framework. The numerical solution of the problem has been obtained via PCM (Parametric Continuation Method). The findings are compared to a MATLAB built-in package called bvp4c to ensure that the scheme is valid. It has been perceived that both the results are in best agreement with each other. The effects of associated parameters on the dimensionless velocity, micro-rotation, energy and mass profiles are discussed and depicted graphically. It has been detected that the permeability parameter gives rise in micro-rotation profile.

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“…The consequences of viscous resistance on the boundary of the flow, with inertia force and heat transfer in a constant porosity was addressed by Reddy et al . 10 . Jyothi et al .…”

Section: Introductionmentioning

confidence: 99%