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Analytical impact of Carreau nanofluid model under the influence of chemical reaction, Soret and Dufour over inclined stretching cylinder
The present study addresses the Carreau nanofluid flow of two phase dimension with appropriate boundary conditions over stretched inclined cylinder investigated. The transport equations of particle depositions related to the field of pollution studies and designing equipment under the influence of c...
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Published in: | International communications in heat and mass transfer 2022-06, Vol.135, p.106148, Article 106148 |
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description | The present study addresses the Carreau nanofluid flow of two phase dimension with appropriate boundary conditions over stretched inclined cylinder investigated. The transport equations of particle depositions related to the field of pollution studies and designing equipment under the influence of chemical processing. The familiar mathematical scheme method of directly defined inverse mapping (MDDIM) and outcome results compared with R-K-Fehlberg-45 fourth order with shooting method is applied to the transformed equations which leads to approximate analytical and numerical solutions. The MAPLE and BVP4C MATLAB package is used for the computation of the fluid flow result analysis. Also, we examined the average squared residual error εf, εθ and εϕ with the CPU time (Sec.) at ℓ = 1 to 40 approximations, we can gain the solution error within the 256.25 s. It means the convergence control parameters are convergence rate is very fast to get the series solution. The different Carreau nanofluid flow pertinent parameters analyzed with graphical outputs are sketched to view the fluid motion significances. The current research outputs are examined with previous declared results under some limiting range and noticed good validation. |
doi_str_mv | 10.1016/j.icheatmasstransfer.2022.106148 |
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The transport equations of particle depositions related to the field of pollution studies and designing equipment under the influence of chemical processing. The familiar mathematical scheme method of directly defined inverse mapping (MDDIM) and outcome results compared with R-K-Fehlberg-45 fourth order with shooting method is applied to the transformed equations which leads to approximate analytical and numerical solutions. The MAPLE and BVP4C MATLAB package is used for the computation of the fluid flow result analysis. Also, we examined the average squared residual error εf, εθ and εϕ with the CPU time (Sec.) at ℓ = 1 to 40 approximations, we can gain the solution error within the 256.25 s. It means the convergence control parameters are convergence rate is very fast to get the series solution. The different Carreau nanofluid flow pertinent parameters analyzed with graphical outputs are sketched to view the fluid motion significances. 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The transport equations of particle depositions related to the field of pollution studies and designing equipment under the influence of chemical processing. The familiar mathematical scheme method of directly defined inverse mapping (MDDIM) and outcome results compared with R-K-Fehlberg-45 fourth order with shooting method is applied to the transformed equations which leads to approximate analytical and numerical solutions. The MAPLE and BVP4C MATLAB package is used for the computation of the fluid flow result analysis. Also, we examined the average squared residual error εf, εθ and εϕ with the CPU time (Sec.) at ℓ = 1 to 40 approximations, we can gain the solution error within the 256.25 s. It means the convergence control parameters are convergence rate is very fast to get the series solution. The different Carreau nanofluid flow pertinent parameters analyzed with graphical outputs are sketched to view the fluid motion significances. 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The transport equations of particle depositions related to the field of pollution studies and designing equipment under the influence of chemical processing. The familiar mathematical scheme method of directly defined inverse mapping (MDDIM) and outcome results compared with R-K-Fehlberg-45 fourth order with shooting method is applied to the transformed equations which leads to approximate analytical and numerical solutions. The MAPLE and BVP4C MATLAB package is used for the computation of the fluid flow result analysis. Also, we examined the average squared residual error εf, εθ and εϕ with the CPU time (Sec.) at ℓ = 1 to 40 approximations, we can gain the solution error within the 256.25 s. It means the convergence control parameters are convergence rate is very fast to get the series solution. The different Carreau nanofluid flow pertinent parameters analyzed with graphical outputs are sketched to view the fluid motion significances. 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subjects | Brownian motion parameter Carreau nanofluid Chemical reaction parameter Curvature parameter Thermophoresis |
title | Analytical impact of Carreau nanofluid model under the influence of chemical reaction, Soret and Dufour over inclined stretching cylinder |
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