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    GENERALIZED POINT MODELS IN STRUCTURAL MECHANICS

    by Ivan V Andronov (St Petersburg University, Russia)

    This book presents the idea of zero-range potentials and shows the limitations of the point models used in structural mechanics. It also offers specific examples from the theory of generalized functions, regularization of super-singular integral equations and other specifics of the boundary value problems for partial differential operators of the fourth order.

     
    Contents:
    • Vibrations of Thin Elastic Plates and Classical Point Models
    • Operator Methods in Diffraction
    • Generalized Point Models
    • Discussions and Recommendations for Future Research
     
    Readership: Graduate students and researchers in mathematical modeling and mechanical engineering.
     
    “… the monograph contains a lot of results and impressive ideas in the field of mathematical hydroelasticity. It will be helpful for researchers and postgraduate students dealing with hydroelastic problems.”
    Mathematical Reviews

     
    276pp    Pub. date: May 2002  
    ISBN:   978-981-02-4878-9
    981-02-4878-4
       US$78 / £63

     


    276pp    Pub. date: May 2002  
    ISBN:   978-981-277-790-4(ebook)
    981-277-790-3(ebook)
       US$102 / £N/A

     


     

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    Updated on 20 November 2009