Morphing blades: theory and proof of principles

<p>Tidal turbines experience large load fluctuations due to the unsteady environment and the shear in the tidal flow. Mitigating these fluctuations without affecting the mean load would result in lower capital and operational costs. In this paper we discuss how this could be achieved through b...

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Main Authors: Viola, IM, Pisetta, G, Dai, W, Arredondo-Galeana, A, Young, AM, Smyth, ASM
Format: Conference item
Language:English
Published: European Wave and Tidal Energy Conference 2022
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author Viola, IM
Pisetta, G
Dai, W
Arredondo-Galeana, A
Young, AM
Smyth, ASM
author_facet Viola, IM
Pisetta, G
Dai, W
Arredondo-Galeana, A
Young, AM
Smyth, ASM
author_sort Viola, IM
collection OXFORD
description <p>Tidal turbines experience large load fluctuations due to the unsteady environment and the shear in the tidal flow. Mitigating these fluctuations without affecting the mean load would result in lower capital and operational costs. In this paper we discuss how this could be achieved through blades that passively and elastically adapt their camber and angle of attack to counteract unsteady flow conditions. Firstly, we discuss the underlying principles of unsteady thrust mitigation. We show that complete cancellation of the thrust fluctuations would be possible if every blade section could pitch passively and independently of neighbouring sections.</p> <p>Secondly, we provide proof of principle for two practical implementations through physical experiments and computational fluid dynamics simulations. We consider a blade that is rigid near the leading edge and flexible near the trailing edge. We show that the unsteady load mitigation is proportional to the ratio between the length of the flexible and rigid parts of the blade. For example, for a blade section where the flexibility is concentrated in a hinge at 3/4 of the chord, the amplitude of the fluctuations is 3/4 of the original amplitude. Secondly, we consider a solid, rigid blade with a passive pitch mechanism. We show that, for a 1 MW turbine operating in shear flow, more than 80% of the unsteady loading is mitigated. These results demonstrate the potential effectiveness of morphing blades for mitigating thrust fluctuations on tidal turbines.</p>
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spelling oxford-uuid:5099235d-6aa2-49e4-a7b7-48f3f21dd3f32024-02-21T10:16:59ZMorphing blades: theory and proof of principlesConference itemhttp://purl.org/coar/resource_type/c_5794uuid:5099235d-6aa2-49e4-a7b7-48f3f21dd3f3EnglishSymplectic ElementsEuropean Wave and Tidal Energy Conference2022Viola, IMPisetta, GDai, WArredondo-Galeana, AYoung, AMSmyth, ASM<p>Tidal turbines experience large load fluctuations due to the unsteady environment and the shear in the tidal flow. Mitigating these fluctuations without affecting the mean load would result in lower capital and operational costs. In this paper we discuss how this could be achieved through blades that passively and elastically adapt their camber and angle of attack to counteract unsteady flow conditions. Firstly, we discuss the underlying principles of unsteady thrust mitigation. We show that complete cancellation of the thrust fluctuations would be possible if every blade section could pitch passively and independently of neighbouring sections.</p> <p>Secondly, we provide proof of principle for two practical implementations through physical experiments and computational fluid dynamics simulations. We consider a blade that is rigid near the leading edge and flexible near the trailing edge. We show that the unsteady load mitigation is proportional to the ratio between the length of the flexible and rigid parts of the blade. For example, for a blade section where the flexibility is concentrated in a hinge at 3/4 of the chord, the amplitude of the fluctuations is 3/4 of the original amplitude. Secondly, we consider a solid, rigid blade with a passive pitch mechanism. We show that, for a 1 MW turbine operating in shear flow, more than 80% of the unsteady loading is mitigated. These results demonstrate the potential effectiveness of morphing blades for mitigating thrust fluctuations on tidal turbines.</p>
spellingShingle Viola, IM
Pisetta, G
Dai, W
Arredondo-Galeana, A
Young, AM
Smyth, ASM
Morphing blades: theory and proof of principles
title Morphing blades: theory and proof of principles
title_full Morphing blades: theory and proof of principles
title_fullStr Morphing blades: theory and proof of principles
title_full_unstemmed Morphing blades: theory and proof of principles
title_short Morphing blades: theory and proof of principles
title_sort morphing blades theory and proof of principles
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AT pisettag morphingbladestheoryandproofofprinciples
AT daiw morphingbladestheoryandproofofprinciples
AT arredondogaleanaa morphingbladestheoryandproofofprinciples
AT youngam morphingbladestheoryandproofofprinciples
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