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    A mathematical model for analysis of laminated glass units

    New search for: Girija Vallabhan, C.V.
    New search for: Das, Y.C.
    New search for: Magdi, M.

    Laminated glass units used for glazing buildings consists of two thin glass plates bonded together by a thin core material, called polyvinyl butyral. As the plates are usually thin and undergo large lateral displacements, the conventional thin plate theory can not be applied; instead a nonlinear theory of plates has to be employed. Besides, the interlayer, though soft in material properties, provides significant change in the overall behavior of the composite. Variational calculus and minimum potential energy theorem are employed to obtain the five nonlinear differential equations with appropriate boundary conditions, and these equations are solved numerically with iteration.

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    A mathematical model for analysis of laminated glass units

    New search for: Girija Vallabhan, C.V.
    New search for: Das, Y.C.
    New search for: Magdi, M.

    Laminated glass units used for glazing buildings consists of two thin glass plates bonded together by a thin core material, called polyvinyl butyral. As the plates are usually thin and undergo large lateral displacements, the conventional thin plate theory can not be applied; instead a nonlinear theory of plates has to be employed. Besides, the interlayer, though soft in material properties, provides significant change in the overall behavior of the composite. Variational calculus and minimum potential energy theorem are employed to obtain the five nonlinear differential equations with appropriate boundary conditions, and these equations are solved numerically with iteration.

    Access

    Access via TIB
    Check availability in my library

    A mathematical model for analysis of laminated glass units

    New search for: Girija Vallabhan, C.V.
    New search for: Das, Y.C.
    New search for: Magdi, M.

    Laminated glass units used for glazing buildings consists of two thin glass plates bonded together by a thin core material, called polyvinyl butyral. As the plates are usually thin and undergo large lateral displacements, the conventional thin plate theory can not be applied; instead a nonlinear theory of plates has to be employed. Besides, the interlayer, though soft in material properties, provides significant change in the overall behavior of the composite. Variational calculus and minimum potential energy theorem are employed to obtain the five nonlinear differential equations with appropriate boundary conditions, and these equations are solved numerically with iteration.

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    Access via TIB
    Check availability in my library

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    Document information
    Title:

    A mathematical model for analysis of laminated glass units

    Additional title:

    Ein mathematische Modell zur Analyse laminierter Glasteile

    Contributors:

    Girija Vallabhan, C.V. (author) / Das, Y.C. (author) / Magdi, M. (author)

    Published in:

    Advanced Composites Materials in Civil Engng. Structures, Proc. of the Conf. sponsored by the American Soc. of Civil Engineers (ASCE) ; 417-428

    Publication date:

    1991

    Size:

    12 Seiten, 2 Bilder, 9 Quellen

    Type of media:

    Conference paper

    Type of material:

    Print

    Language:

    English

    Keywords:

    LAMINAT , GLAS , VERBUNDWERKSTOFF , MATHEMATISCHES MODELL , PLATTE (BAUTEIL) , NICHTLINEARITAET , DIFFERENZIALGLEICHUNG , ITERATION , VINYLPOLYMER , BAUTECHNIK , WANDVERKLEIDUNG , MATHEMATIK

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