Results 251 to 260 of about 154,328 (299)
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Nonlinear bendings of symmetrically layered anisotropic rectangular plates
Applied Mathematics and Mechanics, 1986zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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The Nonlinear Bending of Thin Circular Rods
Journal of Applied Mechanics, 1956Abstract 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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Nonlinear Finite Element Analysis of Pipe Bends Subjected to Inplane Bending
Volume 3: Design and Analysis, 2016Pipe bends are structural components that provide flexibility to accommodate length changes in pipelines while allowing fluid flow. Estimating the collapse load is critical to ensuring the structural integrity of the pipeline. This research discusses modeling and analysis of pipe bends utilizing the finite element method.
Venkata M. K. Akula, David W. Martin
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Nonlinear bending of circular sandwich plates
Applied Mathematics and Mechanics, 1981Fundamental equations and boundary conditions of nonlinear axisymmetrical bending theory for circular sandwich plates with a soft core are derived by means of variational methods. Especially in the case of very thin faces, the preceding fundamental equations and boundary conditions are considerably simplified.
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Nonlinear free bending vibrations of plates
Computers & Structures, 1985A general solution for the Helmholtz differential equations is obtained in the complex domain and applied to the nonlinear, free, bending vibrations of plates. The analysis is based on the decoupled nonlinear von Kármán field equations by Berger assumption for the large deformations of plates.
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Nonlinear bending of rectangular orthotropic plates
International Journal of Solids and Structures, 1973Abstract Displacement formulation of the governing field equations for nonlinear behaviour of rectilinearly orthotropic elastic plates are presented. These equations are then used to obtain an approximate solution of a simply supported rectangular plate subjected to a uniformly distributed load.
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Bend stiffener nonlinear viscoelastic time domain formulation
Marine Structures, 2016Abstract Bend stiffeners are conical polyurethane structures used in the offshore industry to ensure a smooth transition in the upper connection of flexible risers with the floating production unit. The polyurethane employed for bend stiffeners present a nonlinear viscoelastic response that is highly dependent on the loading rate and temperature ...
Marcelo Caire +2 more
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Nonlinear Bending of Curved Tubes
1984The 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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Nonlinear bending analysis without domain-cell discretization
Engineering Analysis with Boundary Elements, 1990Abstract A new computational scheme for the analysis of the finite deflection, geometrically nonlinear plate bending is presented in this paper using the dual reciprocity boundary element method (DR/BEM). Integral equations, formulated by the combined use of the Berger equation governing approximate nonlinear bending and the conventional fundamental ...
Y. Sawaki, K. Takeuchi, N. Kamiya
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Nonlinear Bending of Deep Foundation Piles
Offshore Technology Conference, 1991Abstract Freeport McMoRan Resource Partners are planning to construct a number of offshore platforms for the purpose of extracting sulphur from a large deposit discovered in Block 299 of the Main Pass Area of the Gulf of Mexico.
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