4 research outputs found

    Calculation of composite shells on the base of Timoshenko's hypothesis and the method of finite elements

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    A finite element of a multilayer composite shell of the arbitrary form is described. It is constructed on the basis of three-dimensional equations of the elasticity theory, isoparametric approximation of geometry and displacements, hypothesis on the rectilinearity of the normal and numerical integration by the surface coordinates

    Calculation of composite shells on the base of Timoshenko's hypothesis and the method of finite elements

    No full text
    A finite element of a multilayer composite shell of the arbitrary form is described. It is constructed on the basis of three-dimensional equations of the elasticity theory, isoparametric approximation of geometry and displacements, hypothesis on the rectilinearity of the normal and numerical integration by the surface coordinates

    Calculation of composite shells on the base of Timoshenko's hypothesis and the method of finite elements

    No full text
    A finite element of a multilayer composite shell of the arbitrary form is described. It is constructed on the basis of three-dimensional equations of the elasticity theory, isoparametric approximation of geometry and displacements, hypothesis on the rectilinearity of the normal and numerical integration by the surface coordinates

    Calculation of composite shells on the base of Timoshenko's hypothesis and the method of finite elements

    No full text
    A finite element of a multilayer composite shell of the arbitrary form is described. It is constructed on the basis of three-dimensional equations of the elasticity theory, isoparametric approximation of geometry and displacements, hypothesis on the rectilinearity of the normal and numerical integration by the surface coordinates
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