Titlebook: Nonlinear Analysis of Shells by Finite Elements; F. G. Rammerstorfer Book 1992 Springer-Verlag Wien 1992 algorithms.bifurcation.deformatio

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exorbitant

Comparison of Shell Theory and Degeneration,iscretisation if they are based on the same mechanical assumptions. In particular for degenerated shell elements different versions of explicit integration across the thickness are discussed. Among these are the approximation ‘jacobian across the thickness is constant’ proven to be too restrictive a

Bmd955

On Nonlinear Analysis of Shells Using Finite Elements Based on Mixed Interpolation of Tensorial Comased on the Ahmad-Irons-Zienkiewicz element overcome the locking problem. In particular, the elements based on mixed interpolation of tensorial components belong to the above mentioned set. In this Chapter, the formulation of these elements is reviewed. Its implementation in general purpose nonlinea

财主

Nonlinear Stability Analysis of Shells with the Finite Element Method,ght in the stability response. Here three main aspects arise. These are associated with the detection of singular points (e.g. limit or bifurcation points), the path-following in the pre- and postcritical range and a branch-switching between different paths. These problems are treated in this paper

capsule

Composite and Sandwich Shells, sandwich shells with orthotropic core material are presented. The element formulations are based on the degeneration principle including large displacements with an efficient analytical thickness integration. Some micromechanical models are discussed which allow the estimation of over-all material

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JEER

https://doi.org/10.1007/978-3-7091-2604-2algorithms; bifurcation; deformation; finite element method; material; optimization; shells; stability