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Slip Boundary Conditions in Fluid Flow by Tiffani Owen is a document available to read on EtoBox.
This document discusses the development of slip boundary condition theory for fluid flow over a flat plate. It begins by deriving the Blasius similarity solution by assuming laminar, incompressible, and two-dimensional flow. Dimensionless variables are introduced to simplify the governing equations. The conservation of mass equation is solved to obtain an expression for the velocity profile. The conservation of momentum equation is then transformed using the similarity variables, resulting in a third-order
- Author
- Tiffani Owen
- Language
- EN