Recent content by Yalldoor

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    Find a Function f(x) with Limit at Infinity but no Derivative Limit

    Try exploring negative exponentials.
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    Similarity solution indices

    Homework Statement A question asks me to show the Navier-Stokes equation reduces to u_{t} - Vu_{y} = {\nu}u_{yy} which I have done no bother. Then it asks to find an appropriate solution for u(y,t). Homework Equations The Attempt at a Solution I'm seeking a similarity...
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    How do I solve for w and p in an incompressible flow using Euler's equation?

    That's what I did do and ended up with that p(z) I stated. Anyhow, I've managed to make headway now. Thanks for your help.
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    How do I solve for w and p in an incompressible flow using Euler's equation?

    I'm stumped on a HW question that I just can't seem to proceed on. Homework Statement An incompressible ( rho = constant ) flow in 2 dimensions [x = (x,z)], with F = (0,-g), satisfies Euler's equation. For this flow, the velocity is u = (u0,w(x)), where u0 is a constant, with w = 0 on x...
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