Significance of chemical interactions and thermal transpiration on transient MHD-free convective heat and mass transport over an infinite plate via porous media
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Dovine Dukru
Abstract
The present investigation emphasizes the findings of numerical modeling of the impact of chemical correlations and thermal energy perspiration on the intermittent convective heat mass transmitted through an infinite plate through an opaque medium. The purpose of this research is to examine the impact of chemical reactions and radiative transpiration on the short-term radiative heat and mass transfer over an infinite surface via fluid pores without the presence of MHD. We formulate the PDEs as ODEs and analyze them quantitatively by using adjustments such as nondimensional quantities and the Rosseland approximation. By modifying the characteristics of thermal energy and chemical reactions we were able to achieve considerable gains in the efficacy of fluid and heat conveyances. Because of the importance of heat and mass transport in many industrial processes, these results may find use in those areas. Computational results for different ranges of the real variables governing the distributions of velocity, concentration, and temperature are demonstrated in tables and graphs. In terms of heat and mass transmission, a higher Grashof number results in faster fluid velocities, whereas a higher magnetic parameter value causes slower fluid rates. The radiation’s thermal parameter enhances temperature profiles, whereas the Prandtl number reduces them, resulting in various effects on heat transfer processes. The concentration profile, however, becomes flatter as the chemical reaction attribute and Schmidt value rise. Furthermore, this inquiry specifically deals with the discussed relates skin friction coefficient, Sherwood number, and Nusselt number. However, this theoretical approach will still provide significant advantages for future practical experiments.
Abstract
The present investigation emphasizes the findings of numerical modeling of the impact of chemical correlations and thermal energy perspiration on the intermittent convective heat mass transmitted through an infinite plate through an opaque medium. The purpose of this research is to examine the impact of chemical reactions and radiative transpiration on the short-term radiative heat and mass transfer over an infinite surface via fluid pores without the presence of MHD. We formulate the PDEs as ODEs and analyze them quantitatively by using adjustments such as nondimensional quantities and the Rosseland approximation. By modifying the characteristics of thermal energy and chemical reactions we were able to achieve considerable gains in the efficacy of fluid and heat conveyances. Because of the importance of heat and mass transport in many industrial processes, these results may find use in those areas. Computational results for different ranges of the real variables governing the distributions of velocity, concentration, and temperature are demonstrated in tables and graphs. In terms of heat and mass transmission, a higher Grashof number results in faster fluid velocities, whereas a higher magnetic parameter value causes slower fluid rates. The radiation’s thermal parameter enhances temperature profiles, whereas the Prandtl number reduces them, resulting in various effects on heat transfer processes. The concentration profile, however, becomes flatter as the chemical reaction attribute and Schmidt value rise. Furthermore, this inquiry specifically deals with the discussed relates skin friction coefficient, Sherwood number, and Nusselt number. However, this theoretical approach will still provide significant advantages for future practical experiments.
Chapters in this book
- Frontmatter I
- Contents V
- Fixed points and their geometric properties for interpolative contravariant mappings 1
- Coupled fixed point theorems for F-contraction mappings in S-metric spaces 15
-
Fixed point theorems in convex
- Image formulae for the Saigo fractional q-derivative operator with basic hypergeometric series 55
- A result on solvability for a class of nonlinear fractional integral equations in a Banach space 73
- Solvability of Hadamard fractional integral equations via fixed point theorem 87
- Improved pseudospectral approximation for nonlinear parabolic equation 99
-
Analysis of atmospheric
- A numerical scheme based on Galerkin method for solving singularly perturbed differential equation with mixed shifts 127
- Influence of urbanization and climate change on the human population through a mathematical modeling 143
- Effect of preservation on an EPQ model with selling and credit period-dependent demand under carbon tax policy 157
- Optimal homotopy solution of the sine-Gordon equation 175
- Significance of chemical interactions and thermal transpiration on transient MHD-free convective heat and mass transport over an infinite plate via porous media 191
Chapters in this book
- Frontmatter I
- Contents V
- Fixed points and their geometric properties for interpolative contravariant mappings 1
- Coupled fixed point theorems for F-contraction mappings in S-metric spaces 15
-
Fixed point theorems in convex
- Image formulae for the Saigo fractional q-derivative operator with basic hypergeometric series 55
- A result on solvability for a class of nonlinear fractional integral equations in a Banach space 73
- Solvability of Hadamard fractional integral equations via fixed point theorem 87
- Improved pseudospectral approximation for nonlinear parabolic equation 99
-
Analysis of atmospheric
- A numerical scheme based on Galerkin method for solving singularly perturbed differential equation with mixed shifts 127
- Influence of urbanization and climate change on the human population through a mathematical modeling 143
- Effect of preservation on an EPQ model with selling and credit period-dependent demand under carbon tax policy 157
- Optimal homotopy solution of the sine-Gordon equation 175
- Significance of chemical interactions and thermal transpiration on transient MHD-free convective heat and mass transport over an infinite plate via porous media 191
