Analysis of tangent-hyperbolic rheological model considering nonlinear mixed convection, Joule heating and Soret-Dufour aspects from a stretchable convective stratified surface

Pasha, Amjad Ali; Irshad, Kashif; Algarni, Salem; Alqahtani, Talal; Waqas, Muhammad

doi:10.1016/j.icheatmasstransfer.2022.106519

Cited by 34 publications

(7 citation statements)

References 45 publications

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“…Non‐linear mixed convective flowing of non‐Newtonian tangent‐hyperbolic rheological phenomenon along stretched surface with Soret and Dufour aspects was demonstrated by Pasha et al. [7]. They reveal that the thermal field upsurges for climbing valuations of Dufour number and radiative heat parameter.…”

Section: Introductionmentioning

confidence: 97%

“…Chemically reactive impact on 3D magnetized Sutterby nanoliquid flowing with Brownian motion and thermophoretic aspects was viewed by Pasha et al [6]. Non-linear mixed convective flowing of non-Newtonian tangent-hyperbolic rheological phenomenon along stretched surface with Soret and Dufour aspects was demonstrated by Pasha et al [7]. They reveal that the thermal field upsurges for climbing valuations of Dufour number and radiative heat parameter.…”

Section: Introductionmentioning

confidence: 99%

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Impact of bioconvection on Darcy‐Forchheimer flow of MHD Carreau fluid with Arrhenius activation energy

Rehman,

Chen,

Hamid

2023

Z Angew Math Mech

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This research examines the bioconvection impact on mixed convective Carreau fluid flowing toward permeable stretched surface with joule heating and Darcy‐Forchheimer effect. The evaluation has been attained in the presence of convective conditions, Joule heating, thermal radiative, mixed convective and motile microorganisms, which have not been dreamed before. Flow in permeable medium is characterized by utilizing Darcy‐Forchheimer model. Appropriate similarity factors are utilized to obtain the ordinary differential equations (ODEs). The derived mathematical formulation is now numerically solved with the help of R‐K 4th order scheme based on shooting approach. The results of the motile microorganism number, velocity, Sherwood number, temperature, motile density number, drag coefficient, concentration, and local Nusselt number are revealed graphically. The effect of bioconvection Lewis number on the motile microorganisms and motile density profile are quite inverse. Further, higher values of Schmidt number decrease the concentration field.

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Section: Introductionmentioning

confidence: 97%

Section: Introductionmentioning

confidence: 99%

Impact of bioconvection on Darcy‐Forchheimer flow of MHD Carreau fluid with Arrhenius activation energy

Rehman,

Chen,

Hamid

2023

Z Angew Math Mech

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“…Pasha et al (2023a) described the influence of heat source/sink on 3D chemically reactive Sutterby NF. Furthermore, Pasha et al (2023b) deployed the homotopy analysis approach to demonstrate the non-linear mixed convection (MC) of tangent hyperbolic fluid with Joule heating and cross-diffusion effects. References (Salawu et al , 2022; Rahman et al , 2022; Yahaya et al , 2023) list other studies in this field.…”

Section: Introductionmentioning

confidence: 99%

Homotopic simulation of MHD bioconvective flow of water-based hybrid nanofluid over a thermal convective exponential stretching surface

Shamshuddin,

Saeed,

Mishra

et al. 2023

HFF

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Purpose Whilst a modest number of investigations have been undertaken concerning nanofluids (NFs), the exploration of fluid flow under exponentially stretching velocities using NFs remains comparatively uncharted territory. This work presents a distinctive contribution through the comprehensive examination of heat and mass transfer phenomena in the NF ND–Cu/H2O under the influence of an exponentially stretching velocity. Moreover, the investigation delves into the intriguing interplay of gyrotactic microorganisms and convective boundary conditions within the system. Design/methodology/approach Similarity transformations have been used on PDEs to convert them into dimensionless ODEs. The solution is derived by using the homotopy analysis method (HAM). The pictorial notations have been prepared for sundry flow parameters. Furthermore, some engineering quantities are calculated in terms of the density of motile microbes, Nusselt and Sherwood numbers and skin friction, which are presented in tabular form. Findings The mixed convection effect associated with the combined effect of the buoyancy ratio, bioconvection Rayleigh constant and the resistivity due to the magnetization property gives rise to attenuating the velocity distribution significantly in the case of hybrid nanoliquid. The parameters involved in the profile of motile microorganisms attenuate the profile significantly. Practical implications The current simulations have uncovered fascinating discoveries about how metallic NFs behave near a stretched surface. These insights give us valuable information about the characteristics of the boundary layer close to the surface under exponential stretching. Originality/value The novelty of the current investigation is the analysis of NF ND–Cu/H2O along with an exponentially stretching velocity in a system with gyrotactic microorganisms. The investigation of fluid flow at an exponentially stretching velocity using NFs is still relatively unexplored.

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“…Fluid motion because of ESS is very crucial as it has vital participation in routine life phenomena, such as the manufacturing industry, which includes polymers and metallurgy, liquid films in condensation process, metal spinning, paper production, artificial fibers, crystal growing, wire drawing, glass fiber, aerodynamic extrusion of plastic sheets, cable coating, etc. After the initiative performance of Sakiadis [1], a huge number of studies have been presented on SS [3][4] by considering numerous embedded parameters named as suction, injection, porosity, magnetic field, and radiation with distinct kinds of Newtonian and non-Newtonian fluids including polar and coupled stress fluids. The numerical treatment and entropy generation caused by micro-rotating Casson's nanofluid flow over a nonlinear SS were described by Khan et al [5] Sagheer et al [6] discuss a nonsimilar examination of the improved thermal efficiency of a hybrid Maxwell-based nanofluid (MoS 2 + ZnO) across a linearly SS.…”

Section: Introductionmentioning

confidence: 99%

Nonsimilar forced convection analysis of maxwell nanofluid flow over an exponentially stretching sheet with convective boundary conditions

Razzaq,

Farooq,

Mirza

2023

Z Angew Math Mech

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This proposed work aims to describe nonsimilar forced convection analysis for the flow of Maxwell nanofluids. The forced flow is commenced due to the stretching surface (SS) at an exponential rate. Heat and mass transmission is tackled with convective and zero mass flux at the surface. The fundamental laws of conservation governing the present flow problem are expressed mathematically in the form of a nonlinear partial differential system. The differential system is then remodeled into a system of nonlinear dimensionless partial differential equations (PDEs) under the implementation of suitable nonsimilar transformations. The resulting nonsimilar system is analytically approximated by applying local nonsimilarity (LNS) and then using the finite-difference based bvp4c algorithm, it is numerically simulated to ascertain the influences of the various parameters-including the; Deborah number, Biot number, Schmidt number, Brownian diffusion parameter, Prandtl number, and thermophoresis diffusion parameters, on velocity and temperature. The reduced Nusselt numbers and the conduct of velocity and thermal distribution for varying parameters are illustrated graphically. The reduction of the boundary layer (BL) thickness is measured because-of the Biot number while an increase is observed with an elevation in Deborah number. The velocity configuration is reduced with expanding Deborah number. It is remarked that as the values of the thermophoresis and Brownian motion parameter rise, the thermal BL thickness expands, and at the surface, the temperature gradient demises. An excellent comparison is noticed between present works with the already published article. The novelty of this article is that most of realworld BL flow problems are nonsimilar in nature, while many research have neglected this fact and treated the problem as similar. Therefore, we talked about the Maxwell problem's nonsimilar analysis here. The author's observations indicate that the analysis of the topic under discussionhas not yet been declared in published literature.

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Analysis of tangent-hyperbolic rheological model considering nonlinear mixed convection, Joule heating and Soret-Dufour aspects from a stretchable convective stratified surface

Cited by 34 publications

References 45 publications

Impact of bioconvection on Darcy‐Forchheimer flow of MHD Carreau fluid with Arrhenius activation energy

Impact of bioconvection on Darcy‐Forchheimer flow of MHD Carreau fluid with Arrhenius activation energy

Homotopic simulation of MHD bioconvective flow of water-based hybrid nanofluid over a thermal convective exponential stretching surface

Nonsimilar forced convection analysis of maxwell nanofluid flow over an exponentially stretching sheet with convective boundary conditions

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