Results 211 to 220 of about 24,032 (265)

The Nonlinear Bending of Thin Circular Rods

Journal of Applied Mechanics, 1956
Abstract Two examples of the nonlinear bending of thin circular rods are discussed using the Bernoulli-Euler equation, which states that the change of curvature of a rod is proportional to the bending moment producing it. Numerical results are presented.
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A Theoretical Study on Nonlinear Bending of Wires

Meccanica, 2006
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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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.
Thwapiah, Ghalib Y., Campanile, L. Flavio   +1 more
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On Nonlinear Bending of a Plate Strip

Journal of Engineering for Industry, 1965
Ends of an initially straight plate strip are rotated 90 deg. Using nonlinear bending theory, the maximum stress is obtained as a function of the half-distance between the rotated ends of the strip. Numerical results are presented in nondimensional form, and the theoretical solution is shown to compare favorably with experimental results.
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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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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 Curved Tubes

1984
The determination of the nonlinear deformation and of the collapse load of elastic curved tubes subjected to bending loads is investigated. The precritical deformation of the tubes is determined on the basis of the semi-membrane theory. The stability analysis is done with the aid of the hypothesis of local buckling. The collapse loads are compared with
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A Nonlinear Problem in the Bending Vibration of a Rotating Beam

Journal of Applied Mechanics, 1952
Abstract The problem of bending vibration of a rotating beam is a nonlinear one when the vibration takes place in a plane not perpendicular to the plane of rotation. The nonlinear term arises from the Coriolis acceleration. From the nonlinear equation established, it is found that the existence of periodic solutions depends on the ...
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Nonlinear bending inertia of a vibrating beam

Zeitschrift für angewandte Mathematik und Physik ZAMP, 1970
Die bei Querschwingungen schlanker Stabe mit zeitabhangiger Langsbelastung in der Bewegungsdifferentialgleichung auftretenden nichtlinearen Tragheitsterme, herruhrend von der Longitudinalbewegung, werden hier im Gegensatz zu fruheren Arbeiten mitberucksichtigt.
Genin, J., Radwan, H.
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Nonlinear bendings of symmetrically layered anisotropic rectangular plates

Applied Mathematics and Mechanics, 1986
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