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Lift Recovery in Post-Stall Region

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Abstract

Accurate prediction of airfoil performance through stall underpins the successful design of modern proprotors and wind turbines, which can exhibit significantly stalled flow during normal operation. Existing stall models typically employ two-region approaches: coupling pre-stall data with semi-empirical deep-stall models. None of the current low-order methods accurately captures the initial drop and recovery of lift in the post-stall regime. This paper proposes a novel three-region lift model, which accurately predicts the regions of stall, recovery, and deepstall across a range of airfoils and Reynolds numbers. This is achieved through the inclusion of a semi-empirical implementation of Rayleigh’s flat plate theory. The model is directly compared against published alternatives and integrated into a low-order solver. The inclusion of the new model results in thrust prediction improvements across the operational range when compared to current two-region approaches of 7% for a small-scale rotor. It is also shown to be up to 74% more accurate in the initial drop and recovery regions than other published methods for an isolated airfoil. In all scenarios, the model is shown to produce a more physical representation of an airfoil through stall, which has great potential for improving the fidelity of performance, structural, and acoustic simulations.

Original languageEnglish
Pages (from-to)3352-3364
Number of pages13
JournalAIAA Journal
Volume63
Issue number8
Early online date10 Mar 2025
DOIs
Publication statusPublished - 31 Aug 2025

Funding

This research was funded by GKN Aerospace in partnership with the Engineering and Physical Sciences Research Council Doctoral Training Account. The authors wish to acknowledge Furqan, Jonathan Evans, Luke Bowen, and Dionysis Rouvas for their ongoing support, stimulating discussions, and helpful guidance in the presentation of this work.

FundersFunder number
GKN Aerospace
Engineering and Physical Sciences Research Council

Keywords

  • Aerodynamic Coefficients
  • Aerodynamic Performance
  • Aviation Risk
  • Blade Element Momentum Theory
  • Electric Vertical Take off and Landing
  • Modeling Aerodynamic Response
  • Post Stall
  • Stall Behavior
  • Structural Modeling and Simulation
  • Thin Airfoil Theory

ASJC Scopus subject areas

  • Aerospace Engineering

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