Finite element analysis and failure prediction of adhesive joints in wind turbine rotor blades

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OriginalspracheEnglisch
Titel des SammelwerksProceedings of the 6th European Conference on Computational Mechanics
UntertitelSolids, Structures and Coupled Problems, ECCM 2018 and 7th European Conference on Computational Fluid Dynamics, ECFD 2018
Herausgeber/-innenRoger Owen, Rene de Borst, Jason Reese, Chris Pearce
ErscheinungsortBarcelona, Spain
Seiten3779-3790
Seitenumfang12
ISBN (elektronisch)978-84-947311-6-7
PublikationsstatusVeröffentlicht - 2018

Abstract

Wind turbines have been growing in size significantly during the past years. As a consequence, the mechanical loads acting on the wind turbine components increase as well. This gives rise to the need to develop new or to enhance existing methodologies for failure analyses of wind turbine components. This paper deals with the finite element analysis of adhesive joints in wind turbine rotor blades and addresses both ultimate and fatigue load analyses. For ultimate loading, an equivalent stress approach is utilized. In fatigue, wind turbines experience high amplitudes and very high cycle numbers. Hence, an appropriate fatigue analysis framework is of utmost importance. In this paper a critical plane approach is employed. The model captures multiaxial stress states as required by current design guidelines and takes into account non-proportional stress histories. The paper focuses on the trailing edge adhesive joints, as they are highly stressed in longitudinal direction and shear. Representative numerical examples show that a multiaxial strength analysis for ultimate and fatigue loads is extraordinarily important to design reliable adhesive joints. The necessity to account for non-proportionality in the stress histories is also demonstrated.

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Finite element analysis and failure prediction of adhesive joints in wind turbine rotor blades. / Balzani, C.; Noever-Castelos, P.; Wentingmann, M.
Proceedings of the 6th European Conference on Computational Mechanics: Solids, Structures and Coupled Problems, ECCM 2018 and 7th European Conference on Computational Fluid Dynamics, ECFD 2018. Hrsg. / Roger Owen; Rene de Borst; Jason Reese; Chris Pearce. Barcelona, Spain, 2018. S. 3779-3790.

Publikation: Beitrag in Buch/Bericht/Sammelwerk/KonferenzbandAufsatz in KonferenzbandForschung

Balzani, C, Noever-Castelos, P & Wentingmann, M 2018, Finite element analysis and failure prediction of adhesive joints in wind turbine rotor blades. in R Owen, R de Borst, J Reese & C Pearce (Hrsg.), Proceedings of the 6th European Conference on Computational Mechanics: Solids, Structures and Coupled Problems, ECCM 2018 and 7th European Conference on Computational Fluid Dynamics, ECFD 2018. Barcelona, Spain, S. 3779-3790.
Balzani, C., Noever-Castelos, P., & Wentingmann, M. (2018). Finite element analysis and failure prediction of adhesive joints in wind turbine rotor blades. In R. Owen, R. de Borst, J. Reese, & C. Pearce (Hrsg.), Proceedings of the 6th European Conference on Computational Mechanics: Solids, Structures and Coupled Problems, ECCM 2018 and 7th European Conference on Computational Fluid Dynamics, ECFD 2018 (S. 3779-3790).
Balzani C, Noever-Castelos P, Wentingmann M. Finite element analysis and failure prediction of adhesive joints in wind turbine rotor blades. in Owen R, de Borst R, Reese J, Pearce C, Hrsg., Proceedings of the 6th European Conference on Computational Mechanics: Solids, Structures and Coupled Problems, ECCM 2018 and 7th European Conference on Computational Fluid Dynamics, ECFD 2018. Barcelona, Spain. 2018. S. 3779-3790
Balzani, C. ; Noever-Castelos, P. ; Wentingmann, M. / Finite element analysis and failure prediction of adhesive joints in wind turbine rotor blades. Proceedings of the 6th European Conference on Computational Mechanics: Solids, Structures and Coupled Problems, ECCM 2018 and 7th European Conference on Computational Fluid Dynamics, ECFD 2018. Hrsg. / Roger Owen ; Rene de Borst ; Jason Reese ; Chris Pearce. Barcelona, Spain, 2018. S. 3779-3790
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title = "Finite element analysis and failure prediction of adhesive joints in wind turbine rotor blades",
abstract = "Wind turbines have been growing in size significantly during the past years. As a consequence, the mechanical loads acting on the wind turbine components increase as well. This gives rise to the need to develop new or to enhance existing methodologies for failure analyses of wind turbine components. This paper deals with the finite element analysis of adhesive joints in wind turbine rotor blades and addresses both ultimate and fatigue load analyses. For ultimate loading, an equivalent stress approach is utilized. In fatigue, wind turbines experience high amplitudes and very high cycle numbers. Hence, an appropriate fatigue analysis framework is of utmost importance. In this paper a critical plane approach is employed. The model captures multiaxial stress states as required by current design guidelines and takes into account non-proportional stress histories. The paper focuses on the trailing edge adhesive joints, as they are highly stressed in longitudinal direction and shear. Representative numerical examples show that a multiaxial strength analysis for ultimate and fatigue loads is extraordinarily important to design reliable adhesive joints. The necessity to account for non-proportionality in the stress histories is also demonstrated.",
keywords = "failure, fatigue, adhesive, finite element, wind turbine, rotor blade, Wind Turbine, Finite Element, Rotor Blade, Fatigue, Adhesive, Failure",
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AU - Balzani, C.

AU - Noever-Castelos, P.

AU - Wentingmann, M.

PY - 2018

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N2 - Wind turbines have been growing in size significantly during the past years. As a consequence, the mechanical loads acting on the wind turbine components increase as well. This gives rise to the need to develop new or to enhance existing methodologies for failure analyses of wind turbine components. This paper deals with the finite element analysis of adhesive joints in wind turbine rotor blades and addresses both ultimate and fatigue load analyses. For ultimate loading, an equivalent stress approach is utilized. In fatigue, wind turbines experience high amplitudes and very high cycle numbers. Hence, an appropriate fatigue analysis framework is of utmost importance. In this paper a critical plane approach is employed. The model captures multiaxial stress states as required by current design guidelines and takes into account non-proportional stress histories. The paper focuses on the trailing edge adhesive joints, as they are highly stressed in longitudinal direction and shear. Representative numerical examples show that a multiaxial strength analysis for ultimate and fatigue loads is extraordinarily important to design reliable adhesive joints. The necessity to account for non-proportionality in the stress histories is also demonstrated.

AB - Wind turbines have been growing in size significantly during the past years. As a consequence, the mechanical loads acting on the wind turbine components increase as well. This gives rise to the need to develop new or to enhance existing methodologies for failure analyses of wind turbine components. This paper deals with the finite element analysis of adhesive joints in wind turbine rotor blades and addresses both ultimate and fatigue load analyses. For ultimate loading, an equivalent stress approach is utilized. In fatigue, wind turbines experience high amplitudes and very high cycle numbers. Hence, an appropriate fatigue analysis framework is of utmost importance. In this paper a critical plane approach is employed. The model captures multiaxial stress states as required by current design guidelines and takes into account non-proportional stress histories. The paper focuses on the trailing edge adhesive joints, as they are highly stressed in longitudinal direction and shear. Representative numerical examples show that a multiaxial strength analysis for ultimate and fatigue loads is extraordinarily important to design reliable adhesive joints. The necessity to account for non-proportionality in the stress histories is also demonstrated.

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KW - adhesive

KW - finite element

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KW - Adhesive

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ER -

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