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March 26, 2026Keisan Rikigaku Koenkai koen ronbunshu/Keisan Rikigaku Kouenkai kouen rombunshuu0 citationsOpen Access

Validation of flow around NREL S809 airfoil using Gamma 3 equation and Gamma-ReTheta 4 equation transition model

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KOKoichi OKADASOShohei Ozeki

Key Points

  • The research aims to validate the flow characteristics around the NREL S809 airfoil using specific transition models.
  • Analyzed flow using STAR-CCM+ software.
  • Applied gamma 3-equation and gamma-Reθ 4-equation transition models.
  • Investigated effects of spatial and boundary layer mesh resolutions.
  • Compared numerical results with experimental data.
  • Both transition models converged numerically at Super Fine mesh resolution.
  • Pressure coefficient distributions were accurate with sufficient mesh resolution.
  • Lift coefficient showed numerical oscillations with reduced prism layers.
  • Gamma-Reθ 4-equation model demonstrated better agreement with experimental results.

Abstract

In this study, we analyzed the flow around the NREL S809 airfoil using STAR-CCM+ with the γ 3-equation and γ-Reθ 4-equation transition models. The effect of spatial mesh resolution was investigated, and it was found that the pressure coefficient distributions from both models converged numerically when the resolution was Super Fine or higher. The effect of boundary layer mesh resolution was also examined. For both transition models, the number of prism layers had little influence on the pressure coefficient, but the lift coefficient exhibited numerical oscillations as the number of layers was reduced. Comparison with experiments showed that both models were capable of capturing transition behavior with sufficient accuracy, provided that both the spatial resolution and the number of boundary layers were sufficient. The γ-Reθ 4-equation transition model showed better agreement with the experimental results.

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Cite This Study

OKADA et al. (2025) studied this question.

synapsesocial.com/papers/69c4cd30fdc3bde448919297https://doi.org/10.1299/jsmecmd.2025.38.os15-28
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