Results 241 to 250 of about 154,328 (299)

PROPAGATION OF NONLINEAR BENDING WAVES IN HYSTERETIC BEAMS

International Journal for Multiscale Computational Engineering, 2022
The dynamic nonlinear problem of wave propagation in infinitely long hysteretic beams under bending is addressed. Such a problem is tackled by proposing an asymptotic treatment based on the method of multiple scales. The equations of motion are obtained reducing the three-dimensional-continuum model to the one-dimensional plane beam problem via the ...
Annamaria Pau, Biagio Carboni, Walter Lacarbonara, Giovanni Formica   +3 more
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Nonlinear Corrections for Edge Bending of Shells

Journal of Applied Mechanics, 1980
Asymptotic expansions for self-equilibrating edge loading are derived in terms of exponential functions, from which formulas for the stiffness and flexibility edge influence coefficients are obtained, which include the quadratic nonlinear terms. The flexibility coefficients agree with those previously obtained by Van Dyke for the pressurized spherical ...
Ranjan, G. V., Steele, C. R.
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Nonlinear Bending of Circular Plates

SIAM Journal on Applied Mathematics, 1976
The existence of a solution to the Von Karman equations for the nonlinear axi-symmetric bending of a circular plate is proved. The method is related to that used by Hammerstein in treating nonlinear integral equations.
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Nonlinear Bending of Bars

Journal of the Engineering Mechanics Division, 1971
The object of the present investigation is to develop a method, using the analog computer, for the analysis of nonlinear bending of bars having any arbitrary shape and subjected to arbitrary loads and boundary conditions.
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Nonlinear bending of inhomogeneous plates

Engineering Structures, 2001
This paper presents a study on inhomogeneous plates comprised of transversely isotropic materials. The properties of the materials are gradient along their thickness direction and include laminates as a special case. Based on the first-order shear deformation theory, a new set of nonlinear equations in the sense of the von Karman large deflection is ...
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Nonlinear Aeroelastic Study of Bending Divergence

ASME 2010 Conference on Smart Materials, Adaptive Structures and Intelligent Systems, Volume 1, 2010
In the beginning of the history of aviation, aeroelastic static instabilities were a problem in operating monoplane aircraft. After being discovered, they have been systematically avoided by design, since they would have led to large deformations and structural failure.
Ghalib Y. Thwapiah, L. Flavio Campanile
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The Nonlinear Bending of Thin Rods

Journal of Applied Mechanics, 1959
Abstract The nonlinear bending of straight and circular-arc cantilevers under vertical and horizontal point loads is analyzed from a unified approach. Formulas for determining the deflected shape of the cantilevers are presented. Closed-form solutions are obtained for bending under two types of distributed loads.
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Physically Nonlinear Bending of Composite Plates

2020
A technique and algorithm for solving the problem of physically nonlinear bending of composite plates are proposed. The above review shows the absence of calculations of composite plates, taking into account the finite stiffness of the seams and the nonlinear behavior of the materials of the layers by the iteration method and the sequential solution of
Yuriy Yakubovskiy, Vasiliy Kolosov
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Nonlinear bending of bimodular-material plates

International Journal of Solids and Structures, 1983
Abstract The paper presents finite element results for geometrically nonlinear bending of fiber-reinforced, single-layer and two-layer cross-ply rectangular plates constructed of materials which have linear elastic properties in tension and compression that are different.
Reddy, J. N., Chao, W. C.
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Nonlinear bending response and buckling of ring-stiffened cylindrical shells under pure bending

International Journal of Solids and Structures, 2002
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Li, Long-yuan, Kettle, Roger
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