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The boundary layer assumptions are used for the transport of mass, momentum and energy equations and the finite difference method is employed to solve the governing equations in the film flow.
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Based on boundary layer assumptions for the gas phase, a one-dimensional "moving boundary" model for the deposition surface is formulated.
The boundary layer assumption yields ∂/∂x ≪ ∂/∂y and v ≪ u.
Otherwise, an inversion with a double-layer assumption is tried.
For local boundary conditions these assumptions are not required.
Sakiadis analysed the boundary-layer assumptions and the governing equations of boundary-layer flow on a surface that is continuously stretching with a constant speed.
The boundary layer equations are (1).
The significant differences from traditional boundary layer flows are highlighted.
Applicability of crack-face electromagnetic boundary condition assumptions is discussed.
The numerical methodology, boundary conditions and main assumptions are presented.
The second utilizes the assumption of a thin boundary layer, and is applicable for relatively large values of the reaction rate parameter.
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