Computational approach and flow analysis of chemically reactive tangent hyperbolic nanofluid over a cone and plate

Seadawy, Aly R.; Raza, Nauman; Khalil, O. H.; Khan, Kashif Ali; Usman, Muhammad

doi:10.1080/17455030.2021.1959960

Cited by 15 publications

(6 citation statements)

References 44 publications

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“…Here, the rate of heat transference was up-surged with the least value of pedesis-motion parameter. Seadawy et al . (2021) documented a scientific scrutiny relevant about the mixed convected flow of chemically reacted HTN over a plate and cone.…”

Section: Introductionmentioning

confidence: 99%

“…Here, the rate of heat transference was up-surged with the least value of pedesis-motion parameter. Seadawy et al (2021) documented a scientific scrutiny relevant about the mixed convected flow of chemically reacted HTN over a plate and Entropic behavior with activation energy cone. Here, the applications of hyperbolic-tangent fluid were found in the handling of viscometer and biomass pyrolysis.…”

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confidence: 99%

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Entropic behavior with activation energy in the dynamics of hyperbolic-tangent mixed-convective nanomaterial due to a vertical slendering surface

Faisal,

Mabood,

Badruddin

et al. 2024

MMMS

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PurposeNonlinear mixed-convective entropy optimized the flow of hyperbolic-tangent nanofluid (HTN) with magnetohydrodynamics (MHD) process is considered over a vertical slendering surface. The impression of activation energy is incorporated in the modeling with the significance of nonlinear radiation, dissipative-function, heat generation/consumption connection and Joule heating. Research in this area has practical applications in the design of efficient heat exchangers, thermal management systems or nanomaterial-based devices.Design/methodology/approachSuitable set of variables is introduced to transform the PDEs (Partial differential equations) system into required ODEs (Ordinary differential equations) system. The transformed ODEs system is then solved numerically via finite difference method. Graphical artworks are made to predict the control of applicable transport parameters on surface entropy, Bejan number, Sherwood number, skin-friction, Nusselt number, temperature, velocity and concentration fields.FindingsIt is noticed from present numerical examination that Bejan number aggravates for improved estimations of concentration-difference parameter a_2, Eckert number E_c, thermal ratio parameter ?_w and radiation parameter R_d, whereas surface entropy condenses for flow performance index n, temperature-difference parameter a_1, thermodiffusion parameter N_t and mixed convection parameter ?. Sherwood number is enriched with the amplification of pedesis-motion parameter N_b, while opposite development is perceived for thermodiffusion parameter. Lastly, outcomes are matched with formerly published data to authenticate the present numerical investigation.Originality/valueTo the best of the authors' knowledge, no investigation has been reported yet that explains the entropic behavior with activation energy in the flowing of hyperbolic-tangent mixed-convective nanomaterial due to a vertical slendering surface.

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Section: Introductionmentioning

confidence: 99%

mentioning

confidence: 99%

Entropic behavior with activation energy in the dynamics of hyperbolic-tangent mixed-convective nanomaterial due to a vertical slendering surface

Faisal,

Mabood,

Badruddin

et al. 2024

MMMS

View full text Add to dashboard Cite

show abstract

“…However, the same technique has been exercised on the MHD flow analysis by Bayones et al [16] with mixed convection moving through the plane surface. Seadawy et al [17] discussed the engrossing non-Newtonian model, advanced for chemical engineering systems as the tangent hyperbolic fluid model, implemented the HAM approach, and discussed the impact of the flow control variables to conceive the complete apprehension of the ongoing pagination and determined that the surface drag factor and convective thermal for the plate are larger in magnitude than for the other geometry. Tripathi and Beg [18,19] proposed a mathematical simulation of the bioengineering design with the aid of peristaltic structure and nanofluids.…”

Section: Introductionmentioning

confidence: 99%

Analytical Simulation of Heat and Mass Transmission in Casson Fluid Flow across a Stretching Surface

Khan¹,

Jamil²,

Ali³

et al. 2022

Mathematical Problems in Engineering

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This research presents a review of an analytical simulation of heat and mass transmission features of steady, non-Newtonian Casson fluid motion across a permeable medium through a stretching surface. The effects of heat production and thermal emission are put into discussion. Mathematically, the governing model is manipulated by a series of nonlinear partial equations, which are then modified into ordinary differential equations with the assistance of appropriate conversion. Analytical results for such equations are then achieved by invoking the notable technique of the homotopy analysis method (HAM), and its solution sounds good while achieving the convergence guaranteed in the convergence table. Some achievements have been made. The consequence of raising the value of the Casson parameter is comprehended to be putting down the velocity field while increasing the temperature field. Also, the concentration field falls with an increase in the Schmidt number, while it rises with an enhancement in the Soret number. The electric parameter due to Lorentz’s force is capable of accelerating the temperature of the fluid but downsizing the velocity.

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“…For the sake of readers’ interest, some topical work has been cited in refs. [ 29 , 30 , 31 , 32 , 33 , 34 , 35 ].…”

Section: Introductionmentioning

confidence: 99%

Convective Heat and Mass Transport in Casson Fluid Flow in Curved Corrugated Cavity with Inclined Magnetic Field

et al. 2022

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Convection in fluids produced by temperature and solute concentration differences is known as thermosolutal convection. It has valuable utilization in wide industrial and technological procedures such as electronic cooling, cleaning, and dying processes, oxidation of surface materials, storage components, heat exchangers, and thermal storage systems. In view of such prominent physical significance, focus is made to explicate double (thermal and solutal)-diffusive transport in viscoelastic fluid characterized by the Casson model enclosed in a curved enclosure with corrugations. An incliningly directed magnetic field is employed to the flow domain. A uniformly thermalized and concentrated circular cylinder is installed at the center of the enclosure to measure transport changes. Dimensionally balanced governing equations are formulated in 2D, representing governed phenomenon. Finite element-based open-sourced software known as COMSOL is utilized. The domain of the problem is distributed in the form of triangular and quadrilateral elements. Transport distributions are interpolated by linear and quadratic polynomials. The attained non-linear system is solved by a less time and computation cost consuming package known as PARDISO. Convergence tests for grid generation and validation of results are executed to assure credibility of work. The influence of involved physical parameters on concerned fields are revealed in graphical and tabular manner. Additionally, heat and mass fluxes, along with, kinetic energy variation are also evaluated.

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Computational approach and flow analysis of chemically reactive tangent hyperbolic nanofluid over a cone and plate

Cited by 15 publications

References 44 publications

Entropic behavior with activation energy in the dynamics of hyperbolic-tangent mixed-convective nanomaterial due to a vertical slendering surface

Entropic behavior with activation energy in the dynamics of hyperbolic-tangent mixed-convective nanomaterial due to a vertical slendering surface

Analytical Simulation of Heat and Mass Transmission in Casson Fluid Flow across a Stretching Surface

Convective Heat and Mass Transport in Casson Fluid Flow in Curved Corrugated Cavity with Inclined Magnetic Field

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