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Derivation of stokeslet

  1. Nov 28, 2004 #1

    KRP

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    Derivation of "stokeslet"

    Ok, so basically I cannot find ANYWHERE the step-by-step derivation of the free-space Green's function for the velocity field generated by a point force in a fluid (the Stokeslet).


    I have not for the life of my got a clue why it somehow turns into a tensor along the way...?

    help appreciated.
     
  2. jcsd
  3. Nov 30, 2004 #2

    Tom Mattson

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    This thread got no love in the Homework Forum. Maybe it will have better luck here in Engineering.
     
  4. Dec 3, 2004 #3
    your journey continues

    Hey KRP,

    Try these articles. I don't think they have EXACTLY the information you need but might be able to lead you to it - a couple mention other methods, etc.. I tried to upload the pdf's for these but the limit is 50kB. If you're interested in giving them a look, you can try to obtain them from Science Direct OR I can email them to you. I'll try to check back to see what you want to do.

    Hope it helps

    Uniform asymptotic approximation of the evanescent part of the Green's tensor • SHORT COMMUNICATION
    Optics Communications, Volume 207, Issues 1-6, 15 June 2002, Pages 7-15
    Henk F. Arnoldus and John T. Foley

    FLUID–STRUCTURE COUPLING FOR AN UNBAFFLED ELASTIC PANEL IMMERSED IN A DIFFUSE FIELD • ARTICLE
    Journal of Sound and Vibration, Volume 198, Issue 4, 12 December 1996, Pages 485-506
    H. Nelisse, O. Beslin and J. Nicolas

    Green's function for gratings: parametric problems • ARTICLE
    Optics Communications, Volume 136, Issues 5-6, 1 April 1997, Pages 349-353
    J. F. Bird

    Short-wave asumptotic behaviour of Green's function in the problem of diffraction at a plane layer • ARTICLE
    USSR Computational Mathematics and Mathematical Physics, Volume 13, Issue 3, 1973, Pages 170-186
    S. I. Grinberg, E. N. Semenyaka and I. V. Sukharevskii
     
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