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This paper discusses the development of a transition prediction module for the DLR TAU code and its application in high-lift airfoil computations. The approach aims to improve the accuracy of numerical simulations by capturing transitional flow areas automatically and autonomously.
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Andreas KrumbeinGerman Aerospace CenterInstitute of Aerodynamics and Flow Technology, Numerical Methods Navier-Stokes High-Lift Airfoil Computations with Automatic Transition Prediction using the DLR TAU Code
Outline Outline • Introduction • Transition Prediction Coupling Structure • Test Case: 2D A310 take-off configuration • Computational Results • Conclusion • Outlook
Introduction Introduction • Aircraft industry and research requirements: • RANS based CFD tool with transition handling • Better numerical simulation results • Capturing of otherwise unconsidered physical phenomena • At first: impact on lift and drag • Characteristics • Transition prescription • Transition prediction • Modelling of transitional flow areas • Automatic: no intervention of the user • Autonomous: necessary user information as little as possible
Introduction Introduction • Reduction of modelling based uncertainties • Accuracy of results from fully turbulent flow or flow with prescribed transition often not satisfactory • Improved simulation of the interaction between transition locations and separation • At first in FLOWer code • 3d multi-element wing configurations • Later in TAU code • 3d multi-element wing configurations • Fuselages and nacelles • TAU transition prediction module developed by Institute of Fluid Mechanics, Technical University of Braunschweig in German research initiative MEGADESIGN
Introduction • Different approaches: • RANS solver + stability code + eN method • RANS solver + boundary layer code + stability code + eN method • RANS solver + boundary layer code + eN database method(s) • RANS solver + transition closure model or transition/turbulence model
Introduction • Different approaches: • RANS solver + stability code + eN method • RANS solver + boundary layer code + stability code + eN method • RANS solver + boundary layer code + eN database method(s) • RANS solver + transition closure model or transition/turbulence model
Introduction • Different approaches: • RANS solver + stability code + eN method • RANS solver + boundary layer code + stability code + eN method • RANS solver + boundary layer code + fully automated stability code + eN method • RANS solver + boundary layer code + eN database method(s) • RANS solver + transition closure model or transition/turbulence model
Coupling Structure cycle = kcyc Transition Prediction Coupling Structure FLOWer
Coupling Structure cycle = kcyc Transition Prediction Coupling Structure FLOWer & TAU
Coupling Structure cycle = kcyc cycle = kcyc Transition Prediction Coupling Structure FLOWer & TAU TAU
Coupling Structure • Transition Prediction Module of TAU: • RANS infrastructure part: BL data from RANS grid (BL mode 2) Transition inside separation bubble possible High mesh density necessary • External codes: • Laminar boundary-layer method COCO(G. Schrauf) for swept, tapered wings (BL mode 1) Transition inside separation bubble NOT possible Laminar separation approximates transition if transition downstream of laminar separation point • eN database-methods for TS and CF instabilities (PD mode 1) • Local, linear stability code LILO(G. Schrauf)(PD mode 2) • 2d, 2.5d (infinite swept) + 3d wings + 3d fuselages/nacelles (only BL mode 2) • Single + multi-element configurations • N factor integration along: • Line-in-Flight cuts • Inviscid streamlines • Attachment line transition & by-pass transition not yet covered
Coupling Structure • Transition Prescription: • Automatic partitioning into laminar and turbulent zones individually for each element • Laminar points: St,p 0 PTupp(sec = 2) PTupp(sec = 1) PTupp(sec = 3) PTupp(sec = 4)
Coupling Structure no yes STOP • Algorithm: set stru and strl far downstream compute flowfield check for RANS laminar separation set separation points as new stru,l clconst. in cycles call transition module use outcome of prediction method (PD modes 1&2) or BL laminar separation point (BL mode 1) set new stru,l underrelaxed stru,l = stru,ld, 1.0 < d < 1.5 convergence check Dstru,l < e
FLOWer results upper side lower side • Transition lines for 11 wing sections h = 0.000, 0.110, 0.220, 0.325, 0.420, 0.800, 0.860, 0.900, 0.930, 0.960, 0.975 • Calibration of both critical N factors for lower side and a = 5°: NCFcr = 5.157 → h = 0.42 NTScr = 4.75→ h = 0.96 • ONERA M6 wing • a = 0°, 5°, 10°, 15° • Re = 3.5106 • M = 0.262 upper side lower side taken from *) TS ls a = 0° a = 0° ls a = 5° a = 5° a = 15° a = 15° TS TS all ls *)Schmitt, V., Cousteix, J., “Étude de la couche limite tridimensionelle sur une aile en flèche,” ONERA Rapport Technique N° 14/1713 AN, Châtillon, France, July 1975 CF all ls all CF
FLOWer results • TC 214 from EUROLIFT II • Re = 1.35 mio., M = 0.174, SAE, eN database methods a = 14°, upper side predicted a = 14°, lower side predicted
FLOWer results TS TS TS TS CF TS CF CF CF • TC 214 from EUROLIFT II • Re = 1.35 mio., M = 0.174, SAE, eN database methods a = 14°, upper side predicted a = 14°, lower side predicted
FLOWer results • Comparison ofcp-distributions: h = 0.20, 0.38, 0.66, 0.88 a = 14.0°
Test Case • 2d A310 take-off configuration • M = 0.221, Re = 6.11 x 106, a = 21.4° • grid 1: 22,000 points grid 2: 122,000 points, noses refined • SAE turbulence model • prediction on upper sides, lower sides fully laminar, NTS 8.85 (F1) • exp. Transition locations slat: 15% & flap: 34.5% kink on main upper side 19% • different mode combinations: a) BL mode 1 & PD mode 1 BL code & TS database method b) BL mode 1 & PD mode 2 BL code & stability code c) BL mode 2 & PD mode 2 BL in TAU & stability code Test Case
TAU results Surface pressure grid 1 grid 2 a.) & b.) results identical all lam. seps. a.) & b.) results identical all lam. seps. c.) no convergence grid too coarse c.) all from stability code
TAU results Skin friction grid 1 grid 2 a.) & b.) no separation bubbles a.) & b.) very small sep. bubble on slat c.) no convergence c.) much larger slat bubble & flap improved
TAU results Skin friction grid 2 slat very small bubble transition locations: error reduced by 40% flap large bubble
TAU results Transition locations and separation grid 2 grid 2
TAU results Transition locations and separation grid 2 grid 2
Conclusion/Outlook • TAU transition prediction module works fast and reliable for 2d multi-element configurations • Transition inside laminar separation bubbles can be detected with high accuracy when appropriate prediction approach is used • Therefor, high grid densities are required • much more testing necessary: • more test cases needed with TS transition (e.g. CAST 10, A310 landing) • full aircraft WB+HTP+VTP (wing with full-span flap without slit) • WB high-lift configuration with full-span slat and flap from EUROLIFT II • transition criteria: - transition in lam. sep. bubbles - attachment line transition - by-pass transition • development of a stream-line oriented bl code with transverse pressure gradientCOCO-3d → replaces COCO in 2007 • unsteady transition prediction method based on eN method • alternative approaches based on transport equations in future DLR T&T-project RETTINA done by TU-BS