Litcius/Paper detail

Application of High-Order WENO Scheme in the CFD/FW–H Method to Predict Helicopter Rotor Blade–Vortex Interaction Tonal Noise

Yan Sun, Yongjie Shi, Guohua Xu

2022Aerospace10 citationsDOIOpen Access PDF

Abstract

The accurate prediction of helicopter rotor blade–vortex interaction (BVI) noise is challenging. This paper presents an implementation of the seventh-order improved weighted essentially non-oscillatory (WENO-Z) scheme for predicting rotor BVI noise using a high-resolution numerical method based on the Reynolds-averaged Navier–Stokes and the Ffowcs Williams–Hawkings equations. The seventh-order improved WENO-Z scheme is utilized to minimize the inherent numerical dissipation of the reconstruction method in the monotone upstream-centered scheme for conservation laws (MUSCL), thereby improving the rotor wake resolution and the BVI noise-prediction accuracy. The three-layer dummy cell method is used to ensure that the flux at the boundary maintains seventh-order accuracy. The effectiveness of the flow solver and the acoustic solver is validated using the Helishape-7A rotor and the UH-1H rotor, respectively. The flow field and BVI noise characteristics of the OLS rotor obtained from the fifth- and seventh-order WENO-Z schemes are compared with that of the third-order MUSCL for coarse and fine background grids. The wake resolution, noise-prediction accuracy, and computational cost of the three schemes are compared. The results show that the high-order WENO scheme provides higher accuracy for flow field simulation and BVI noise prediction than the MUSCL, but the computational cost of the WENO scheme increases substantially as the grid resolution increases. However, the WENO scheme can predict BVI using a coarser grid than the MUSCL. The computational cost of the WENO scheme is relatively low under the same flow field simulation resolution.

Topics & Concepts

WakeNoise (video)Computational fluid dynamicsVortexRotor (electric)SolverVortex sheddingGridComputational aeroacousticsBoundary layerFlow (mathematics)Applied mathematicsComputer scienceAeroacousticsPhysicsMathematicsTurbulenceMechanicsReynolds numberMathematical optimizationAcousticsGeometryImage (mathematics)Artificial intelligenceSound pressureQuantum mechanicsAerodynamics and Acoustics in Jet FlowsComputational Fluid Dynamics and AerodynamicsFluid Dynamics and Turbulent Flows