Advanced Numerical Methods for the Prediction of Tonal Noise in Turbomachinery—Part II: Time-Linearized Methods

Author:

Frey Christian1,Ashcroft Graham1,Kersken Hans-Peter2,Weckmüller Christian3

Affiliation:

1. e-mail:

2. e-mail:  Institute of Propulsion Technology, German Aerospace Center (DLR), Linder Höhe, Cologne 51147, Germany

3. Institute of Propulsion Technology, German Aerospace Center (DLR), Müller-Breslaustr. 8, Berlin 10623, Germany e-mail:

Abstract

This is the second part of a series of two papers on unsteady computational fluid dynamics (CFD) methods for the numerical simulation of aerodynamic noise generation and propagation. It focuses on the application of linearized RANS methods to turbomachinery noise problems. The convective and viscous fluxes of an existing URANS solver are linearized and the resulting unsteady linear equations are transferred into the frequency domain, thereby simplifying the solution problem from unsteady time-integration to a complex linear system. The linear system is solved using a parallel, preconditioned general minimized residual (GMRES) method with restarts. In order to prescribe disturbances due to rotor stator interaction, a so-called gust boundary condition is implemented. Using this inhomogeneous boundary condition, one can compute the generation of the acoustic modes and their near field propagation. The application of the time-linearized methods to a modern high-bypass ratio fan is investigated. The tonal fan noise predicted by the time-linearized solver is compared to numerical results presented in the first part and to measurements.

Publisher

ASME International

Subject

Mechanical Engineering

Reference15 articles.

1. Validation of a 3D Linearized Method for Turbomachinery Tone Noise Analysis,2011

2. Time-Linearized and Time-Accurate 3D RANS Methods for Aeroelastic Analysis in Turbomachinery;ASME J. Turbomach.,2012

3. Nürnberger, D., Eulitz, F., Schmitt, S., and Zachcial, A., 2001, “Recent Progress in the Numerical Simulation of Unsteady Viscous Multistage Turbomachinery Flow,” Proceedings of the 15th International Symposium on Air Breathing Engines, Bangalore, India, September 2–7, ISABE Paper No. 2001-1081.

4. Approximate Riemann Solvers, Parameter Vectors, and Difference Schemes;J. Comp. Phys.,1981

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