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Mixed convective flow analysis of a Maxwell fluid with double diffusion theory on a vertically exponentially stretching surface
by
Ali, Naim Ben
, Khan, Muhammad Naveed
, Shutaywi, Meshal
, Wang, Zhentao
, Ahammad, N. Ameer
, Rezapour, Shahram
, Elkotb, Mohamed Abdelghany
in
Aquatic Pollution
/ Boundary conditions
/ Buoyancy
/ Comparative Law
/ Convection
/ Convective flow
/ Diffusion theory
/ Double diffusion
/ Earth and Environmental Science
/ Earth Sciences
/ Engineering
/ Flow velocity
/ Fluid flow
/ Fluids
/ Heat
/ Hydrogeology
/ Industrial and Production Engineering
/ International & Foreign Law
/ Investigations
/ Magnetic field
/ Magnetic fields
/ Mathematics
/ Maxwell fluid
/ Maxwell fluids
/ Microorganisms
/ Mixed convective flow
/ Modified heat conduction law
/ Multiple slip effect
/ Nanoparticles
/ Nanotechnology
/ Non-Newtonian fluids
/ Nonlinear systems
/ Original Article
/ Parameters
/ Pressure
/ Pressure effects
/ Private International Law
/ R&D
/ Research & development
/ Science
/ Stagnation point
/ Stretching
/ Waste Water Technology
/ Water Industry/Water Technologies
/ Water Management
/ Water Pollution Control
2024
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Mixed convective flow analysis of a Maxwell fluid with double diffusion theory on a vertically exponentially stretching surface
by
Ali, Naim Ben
, Khan, Muhammad Naveed
, Shutaywi, Meshal
, Wang, Zhentao
, Ahammad, N. Ameer
, Rezapour, Shahram
, Elkotb, Mohamed Abdelghany
in
Aquatic Pollution
/ Boundary conditions
/ Buoyancy
/ Comparative Law
/ Convection
/ Convective flow
/ Diffusion theory
/ Double diffusion
/ Earth and Environmental Science
/ Earth Sciences
/ Engineering
/ Flow velocity
/ Fluid flow
/ Fluids
/ Heat
/ Hydrogeology
/ Industrial and Production Engineering
/ International & Foreign Law
/ Investigations
/ Magnetic field
/ Magnetic fields
/ Mathematics
/ Maxwell fluid
/ Maxwell fluids
/ Microorganisms
/ Mixed convective flow
/ Modified heat conduction law
/ Multiple slip effect
/ Nanoparticles
/ Nanotechnology
/ Non-Newtonian fluids
/ Nonlinear systems
/ Original Article
/ Parameters
/ Pressure
/ Pressure effects
/ Private International Law
/ R&D
/ Research & development
/ Science
/ Stagnation point
/ Stretching
/ Waste Water Technology
/ Water Industry/Water Technologies
/ Water Management
/ Water Pollution Control
2024
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Mixed convective flow analysis of a Maxwell fluid with double diffusion theory on a vertically exponentially stretching surface
by
Ali, Naim Ben
, Khan, Muhammad Naveed
, Shutaywi, Meshal
, Wang, Zhentao
, Ahammad, N. Ameer
, Rezapour, Shahram
, Elkotb, Mohamed Abdelghany
in
Aquatic Pollution
/ Boundary conditions
/ Buoyancy
/ Comparative Law
/ Convection
/ Convective flow
/ Diffusion theory
/ Double diffusion
/ Earth and Environmental Science
/ Earth Sciences
/ Engineering
/ Flow velocity
/ Fluid flow
/ Fluids
/ Heat
/ Hydrogeology
/ Industrial and Production Engineering
/ International & Foreign Law
/ Investigations
/ Magnetic field
/ Magnetic fields
/ Mathematics
/ Maxwell fluid
/ Maxwell fluids
/ Microorganisms
/ Mixed convective flow
/ Modified heat conduction law
/ Multiple slip effect
/ Nanoparticles
/ Nanotechnology
/ Non-Newtonian fluids
/ Nonlinear systems
/ Original Article
/ Parameters
/ Pressure
/ Pressure effects
/ Private International Law
/ R&D
/ Research & development
/ Science
/ Stagnation point
/ Stretching
/ Waste Water Technology
/ Water Industry/Water Technologies
/ Water Management
/ Water Pollution Control
2024
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Mixed convective flow analysis of a Maxwell fluid with double diffusion theory on a vertically exponentially stretching surface
Journal Article
Mixed convective flow analysis of a Maxwell fluid with double diffusion theory on a vertically exponentially stretching surface
2024
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Overview
It observers that an object is submerged in a liquid, more pressure is applied to its bottom surface than its top surface, as a result pressure rises within depth of fluids. A buoyancy force is generated due to the pressure difference. In the current investigation, the mathematical formulation of bio-convective stagnation point flow of a radiative Maxwell fluid with multiple slip effect on an exponentially porous stretching surface is analyzed thoroughly. The buoyancy assisting and opposing conditions with magnetic field are discussed in the current investigation. Moreover, the energy and concertation equations are formulated by the utilization of Cattaneo–Christov theory and non-uniform heat source/sink. The flow model is developed in the form of partial derivatives, then use the similarity variables to convert the physical system into nonlinear ordinary derivative. The nonlinear system is tackled numerically with the help of Bvp4c approach on the MATLAB. The graphical upshots for various emerging parameter are observed with two aspects: buoyancy assisting
λ
>
0
and buoyancy opposing
λ
<
0
. The observation shows that the greater values of mixed convection parameter improves the fluid velocity for assisting flow
λ
>
0
, while declining trend is noticing for opposing flow situation
λ
>
0
. Further, it is worth noticing that stronger inputs of thermal and concentration relaxation parameter yield lesser thermal and concentration diffusivity, which reduces the temperature and nanoparticles concentration.
Publisher
Springer International Publishing,Springer Nature B.V,SpringerOpen
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