Boundary Layer in Jet using Euler Equations
Journal Title: International Journal of Innovation in Science and Mathematics - Year 2018, Vol 6, Issue 6
Abstract
We look at the Boundary Layer Problem involving a jet using the Euler Equations. Integrating, we then get an integral of the velocity of flow that is boundless. Seeking a similarity solution and substituting some conditions, we get some ordinary differential equations with boundary conditions. Then, we look at a particular solution f for a given u. Where at given x, u trends towards infinity as eta changes by zero. Then, there exists a delta = 0 such that there exists a similarity expression that happens only for a thin jet that is bounded and greater than one.
Authors and Affiliations
Steve Anglin
Keywords
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