Bifurcation theory as applied to nonlinear aeroelastics of wind turbine blades.

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Title
Bifurcation theory as applied to nonlinear aeroelastics of wind turbine blades.

CoPED ID
d01f1f4e-d506-4e21-bd09-4df0ad53f4d2

Status
Active

Funders

Value
No funds listed.

Start Date
Sept. 30, 2019

End Date
June 29, 2023

Description

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This research will explore whether the low-order geometrically exact modelling approach can adequately represent the complex dynamics of a slender wind turbine blade, under different operating scenarios. Furthermore, it will investigate the extent to which unsteady aerodynamics, including dynamic stall phenomena, play a role in turbine aeroelastic behaviour, and how to best represent this in a reduced order model. In parallel, a methodology will be developed, allowing the translation of three-dimensional high-fidelity models to a low order representation, via geometrically and structurally representative parametric functions. Then, depending on parameters, delineating a global dynamical picture via numerical continuation and bifurcation analysis. This research will thus provide a rapid method to inform high-fidelity modelling, reducing the design space over which optimisation is carried out, ultimately reducing development costs.

Mark Lowenberg SUPER_PER
James Ascham STUDENT_PER

Subjects by relevance
  1. Optimisation
  2. Dynamics
  3. Modelling (creation related to information)
  4. Simulation
  5. Mathematical models

Extracted key phrases
  1. Slender wind turbine blade
  2. Turbine aeroelastic behaviour
  3. Bifurcation theory
  4. Bifurcation analysis
  5. Low order representation
  6. Nonlinear aeroelastic
  7. Order model
  8. Exact modelling approach
  9. Dynamic stall phenomena
  10. Fidelity modelling
  11. Global dynamical picture
  12. Different operating scenario
  13. Complex dynamic
  14. Research
  15. Numerical continuation

Related Pages

UKRI project entry

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