TY - JOUR
T1 - 8-MW wind turbine tower computational shell buckling benchmark. Part 1
T2 - An international ‘round-robin’ exercise
AU - Sadowski, Adam J.
AU - Seidel, Marc
AU - Al-Lawati, Hussain
AU - Azizi, Esmaeil
AU - Balscheit, Hagen
AU - Böhm, Manuela
AU - Chen, Lei
AU - van Dijk, Ingmar
AU - Doerich-Stavridis, Cornelia
AU - Fajuyitan, Oluwole Kunle
AU - Filippidis, Achilleas
AU - Fischer, Astrid Winther
AU - Fischer, Claas
AU - Gerasimidis, Simos
AU - Karampour, Hassan
AU - Kathirkamanathan, Lijithan
AU - Marten, Frithjof
AU - Mihara, Yasuko
AU - Mishra, Shashank
AU - Sakharov, Volodymyr
AU - Shahini, Amela
AU - Subramanian, Saravanan
AU - Topkaya, Cem
AU - Wagner, Heinz Norbert Ronald
AU - Wang, Jianze
AU - Wang, Jie
AU - Yadav, Kshitij Kumar
AU - Yun, Xiang
AU - Zhang, Pan
N1 - The data that has been used is confidential
PY - 2023/6/30
Y1 - 2023/6/30
N2 - An assessment of the elastic-plastic buckling limit state for multi-strake wind turbine support towers poses a particular challenge for the modern finite element analyst, who must competently navigate numerous modelling choices related to the tug-of-war between meshing and computational cost, the use of solvers that are robust to highly nonlinear behaviour, the potential for multiple near-simultaneously critical failure locations, the complex issue of imperfection sensitivity and finally the interpretation of the data into a safe and economic design. This paper reports on an international ‘round-robin’ exercise conducted in 2022 aiming to take stock of the computational shell buckling expertise around the world which attracted 29 submissions. Participants were asked to perform analyses of increasing complexity on a standardised benchmark of an 8-MW multi-strake steel wind turbine support tower segment, from a linear elastic stress analysis to a linear bifurcation analysis to a geometrically and materially nonlinear buckling analysis with imperfections. The results are a showcase of the significant shell buckling expertise now available in both industry and academia. This paper is the first of a pair. The second paper presents a detailed reference solution to the benchmark, including an illustration of the Eurocode-compliant calibration of two important imperfection forms.
AB - An assessment of the elastic-plastic buckling limit state for multi-strake wind turbine support towers poses a particular challenge for the modern finite element analyst, who must competently navigate numerous modelling choices related to the tug-of-war between meshing and computational cost, the use of solvers that are robust to highly nonlinear behaviour, the potential for multiple near-simultaneously critical failure locations, the complex issue of imperfection sensitivity and finally the interpretation of the data into a safe and economic design. This paper reports on an international ‘round-robin’ exercise conducted in 2022 aiming to take stock of the computational shell buckling expertise around the world which attracted 29 submissions. Participants were asked to perform analyses of increasing complexity on a standardised benchmark of an 8-MW multi-strake steel wind turbine support tower segment, from a linear elastic stress analysis to a linear bifurcation analysis to a geometrically and materially nonlinear buckling analysis with imperfections. The results are a showcase of the significant shell buckling expertise now available in both industry and academia. This paper is the first of a pair. The second paper presents a detailed reference solution to the benchmark, including an illustration of the Eurocode-compliant calibration of two important imperfection forms.
KW - Buckling
KW - EN 1993-1-6
KW - Finite element analysis
KW - GMNIA
KW - LBA-MNA
KW - Plastic collapse
KW - Reference Resistance Design
KW - Round-robin
KW - Wind turbine support tower
UR - http://www.scopus.com/inward/record.url?scp=85150292508&partnerID=8YFLogxK
U2 - 10.1016/j.engfailanal.2023.107124
DO - 10.1016/j.engfailanal.2023.107124
M3 - Article
AN - SCOPUS:85150292508
SN - 1350-6307
VL - 148
JO - Engineering Failure Analysis
JF - Engineering Failure Analysis
M1 - 107124
ER -