Abstract
While the demand for new and longer wind turbine blades is increasing, time for their design and production is shortening. 3D finite element models generally have the capability of providing a complete and detailed analysis of the behaviour of such structures. Nonetheless, computationally efficient and accurate cross-section analysis tools are required to improve the efficiency of the workflow in the conceptual design phase. Several cross-section analysis software, such as BEam Cross-Section Analysis Software BECAS, have been developed for analysis of prismatic beams. As a result, structures which are tapered along their longitudinal axis, i.e. aircraft wings or wind turbine blades, are modelled as step-wise prismatic beams and the known effects on stresses due to taper are ignored. This study provides a numerical comparison of the Cauchy’s stress components evaluated with both 3D finite element and cross-section analysis consisting of linear elastic isotropic and anisotropic materials. Results highlight how every cross-section formulation that relies on the stepwise prismatic assumption lacks the capability to correctly recover the stresses in tapered beams.
Original language | English |
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Title of host publication | Proceedings of the 2019 International Conference on Composite Materials |
Editors | Adrian Mouritz , Chun Wang , Bronwyn fox |
Number of pages | 12 |
Place of Publication | Melburne, Australia |
Publisher | RMIT University |
Publication date | 2019 |
Publication status | Published - 2019 |
Event | 22nd International Conference on Composite Materials 2019 - Melbourne Convention and Exhibition Centre, Melbourne , Australia Duration: 11 Aug 2019 → 16 Aug 2019 http://iccm22.com/ |
Conference
Conference | 22nd International Conference on Composite Materials 2019 |
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Location | Melbourne Convention and Exhibition Centre |
Country/Territory | Australia |
City | Melbourne |
Period | 11/08/2019 → 16/08/2019 |
Internet address |
Keywords
- Tapered beam
- Cross-section analysis
- Stress distribution
- Finite element model