Hydrodynamic stability and heat and mass transfer flow analysis of MHD radiative fourth-grade fluid through porous plate with chemical reaction

Arifuzzaman, S. M.; Khan, Md. Shakhaoath; Al‐Mamun, Abdullah; Reza‐E‐Rabbi, Sk.; Biswas, Parimal; Karim, Ifsana

doi:10.1016/j.jksus.2018.12.009

Cited by 65 publications

(23 citation statements)

References 37 publications

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“…A convergence scheme has been established in their work. For details one can refer the following articles [13][14][15]. Hayat et al [16] inspected the flow movement of a fluid which has linear relation between stress and strain with diverse physical aspect.…”

Section: Introductionmentioning

confidence: 99%

A Simulation of Casson Fluid Flow with Variable Viscosity and Thermal Conductivity Effects

Mondal¹,

Reza‐E‐Rabbi²,

Gharami³

et al. 2019

MMEP

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This article is related with the simulation of mass and heat relocation behavior of viscous dissipative chemically reacted Casson fluid which is flowing with impact of suction, thermal conductivity and fickle viscosity. Current conductivity along with temperature dependent viscosity changes as a linear function of temperature. First of all, leading equations are converted into dimensionless form via suitable transformations. Therefore explicit finite differential technique has solved the obtained non-dimensional, non-similar mixed nonlinear and partial differential equations with the support of Compaq Visual Fortran 6.6.a, a very well-known programing language. The behavior of various relevant parameters in the boundary profile velocity, temperature and concentration was considered realistically. Therefore, these variables have a diagrammatic influence on skin friction and the heat transference coefficient profiles. Stability and convergence tests are also carried out for the accuracy of implemented numerical scheme. One of the significant attainment is the Casson fluid parameter displayed quite interesting behavior on the velocity fields as it represented provoking behavior close to the boundary but it behaved oppositely away from the boundary surface. However, a comparison is also presented with good agreement for the validation of the current investigation.

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Section: Introductionmentioning

confidence: 99%

A Simulation of Casson Fluid Flow with Variable Viscosity and Thermal Conductivity Effects

Mondal¹,

Reza‐E‐Rabbi²,

Gharami³

et al. 2019

MMEP

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“…The transient SMM under local thermal non-equilibrium condition is solved by a self-compiled program at University of Science and Technology of China. The finite difference method is employed to discretize the governing equations: explicit scheme [ 30 , 31 ] is used for the time term; second-order upwind difference, central difference and linearized schemes are, respectively, used for the convection term, the diffusion term and the source term in the energy equations. After the discretization, a set of linear algebraic equations are obtained and then solved by an iterative algorithm.…”

Section: Numerical Approachmentioning

confidence: 99%

Modeling and Numerical Investigation of Transient Two-Phase Flow with Liquid Phase Change in Porous Media

Dong

Wang

2021

Nanomaterials

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Two-phase flow with phase change in microstructure or nanostructure is an important issue in many fronts and critical applications nowadays, but with a lack of comprehensive understanding of the mechanism. This paper numerically investigates the transient behavior of two-phase flow with liquid phase change in the porous media, which consists of a series of connected pores at micro and nanoscale with the transient form of the semi-mixed model and self-compiled programs. Transient variation and spatial distribution of structure temperature, thermal non-equilibrium characteristic, phase change location and fluid-driven pressure are obtained and analyzed, and effects of initial system temperature, structure parameter and material property on the transient behaviors of two-phase flow and fluid-structure coupling heat transfer are discussed. The numerical simulations indicate that the two-phase flow with phase change in porous media is complex and ever-changing before reaching a steady state and affected by the above-mentioned three kinds of parameters significantly. Particularly, distinct phenomena of transient heat transfer deterioration and vapor block are discovered, and it is revealed that the transient heat transfer deterioration and vapor block are more serious in a porous matrix with smaller porosity and made of materials with higher heat capacity and density.

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“…On the other hand, the Navier Stokes equations being less non-linear than that of non-Newtonian [2][3][4][5][6][7][8][9][10][11][12][13] governing equations, it is, sometimes, unlikely for the Navier Stokes balances to delineate the rheological properties of fluids. Also, to raze this impediment, the microrotation of the fluid particles is magnificently treated in modern research works.…”

Section: Introductionmentioning

confidence: 99%

Energy and Magnetic Flow Analysis of Williamson Micropolar Nanofluid through Stretching Sheet

Rana¹,

Arifuzzaman²,

Reza‐E‐Rabbi³

et al. 2019

IJHT

Self Cite

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A mathematical framework has been designed to speculate the physical aspects of a binary chemical reaction (BCR) and Arrhenius activation energy (ACE) on magnetohydrodynamics Williamson micropolar nanofluid flow through a vertical stretching sheet. The fluid viscosity, electrical and thermal conductivity are presumed as reliant temperature function. Furthermore, the Lorentz force is deployed with an angle to the normal of the fluid flow. The natural transformations have been chosen to determine the non-dimensional regular expressions of the model. A conditionally stable finite difference analysis (explicit) is implemented to establish the computational analysis of the transfigured non-linear system of PDEs. The precision of the present numerical solution has been enriched by accomplishing analysis of stability as well as system convergence of finite difference analysis. The graphical representation, along with the tabular depiction, has been done for narrating the physical behaviour of important parameters extensively on various flow fields. The fluctuation of the boundary layer thickness is traced out with the assistance of streamlines, isotherms, and iso-concentration for the impression of the buoyancy ratio parameter and Lewis number. To draw perfection, achieved consequences of the current solution have been contrasted with some subsisting literature.

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Hydrodynamic stability and heat and mass transfer flow analysis of MHD radiative fourth-grade fluid through porous plate with chemical reaction

Cited by 65 publications

References 37 publications

A Simulation of Casson Fluid Flow with Variable Viscosity and Thermal Conductivity Effects

A Simulation of Casson Fluid Flow with Variable Viscosity and Thermal Conductivity Effects

Modeling and Numerical Investigation of Transient Two-Phase Flow with Liquid Phase Change in Porous Media

Energy and Magnetic Flow Analysis of Williamson Micropolar Nanofluid through Stretching Sheet

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