Micro-polar fluid flow over a unique form of vertical stretching sheet: Special emphasis to temperature-dependent properties

Micro-polar fluid flow over a unique form of vertical stretching sheet: Special emphasis to temperature-dependent properties

Convective micro-polar fluid movement through an impermeable nonlinear stretching sheet with changing thickness is investigated in this research. The governing equations for fluid flow are coupled with nonlinear partial differential equations transformed into ordinary differential equations using th...

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Bibliographic Details
Main Authors: Alzahrani, J. (Author), Mahendra, D.L (Author), Prasad, K.V (Author), Rajashekhar, C. (Author), Tlili, I. (Author), Vaidya, H. (Author)
Format: Article
Language:English
Published: Elsevier Ltd 2022
Subjects:
Boundary layer flow
Boundary layers
Convective boundary conditions
Finite difference method
Fluid movement
Fluid-flow
Friction
Heat transfer
Keller-box method
Micro-polar fluid
Micro-polar fluids
Nonlinear equations
Non-linear stretching
Numerical methods
Ordinary differential equations
Partial differential equations
Stretching sheet
Temperature-dependent properties
Thickness control
Variable fluid properties
Variable thickness
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