Abstract
In this paper an efficient small-scale, detailed finite-element modelling method for flexible risers is presented.
The method can be effectively implemented in a fully-nested (FE2
) multiscale analysis based on computational
homogenization. To reduce the computational cost only a small fraction of a flexible pipe is used for a detailed
nonlinear finite-element analysis at the small scale by exploiting the cyclic symmetry of the model and applying
periodic boundary conditions. In this model, using three-dimensional elements, all layer components are
individually modelled and a surface-to-surface frictional contact model is used to simulate their interaction. The
approach is applied on a 5-layered pipe made of inner, outer and intermediate polymer layers and two intermediate
armour layers, each made of 40 steel tendons. The capability of the method in capturing the detailed nonlinear
effects and the great advantage in terms of significant CPU time saving are demonstrated by comparing the results
obtained on elements of pipe of different lengths.
Original language | English |
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Title of host publication | ACME-UK 2016 |
Subtitle of host publication | 24th Conference on Computational Mechanics - Proceedings |
Publisher | ACME |
Pages | 286-289 |
Number of pages | 4 |
Publication status | Published - 31 Mar 2016 |
Externally published | Yes |
Event | 24th Conference on Computational Mechanics, UK, Cardiff - Duration: 31 Mar 2016 → 1 Apr 2016 |
Conference
Conference | 24th Conference on Computational Mechanics, UK, Cardiff |
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Period | 31/03/16 → 1/04/16 |
Keywords
- Periodic Boundaries
- Fixed Boundaries
- Flexible risers