SPECTRAL FINITE ELEMENTS FOR COMPUTATIONAL AEROACOUSTICS USING ACOUSTIC PERTURBATION EQUATIONS
Andreas Hüppe, Manfred Kaltenbacher
Abstract
Andreas Hüppe, Manfred Kaltenbacher
Abstract
This paper addresses the application of the spectral finite element (FE) method to problems in the field of computational aeroacoustics (CAA). We apply a mixed finite element approximation to the acoustic perturbation equations, in which the flow induced sound is modeled by assessing the impact of a mean flow field on the acoustic wave propagation. We show the properties of the approximation by numerical benchmarks and an application to the CAA problem of sound generated by an airfoil.
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This paper addresses the application of the spectral finite element (FE) method to problems in the field of computational aeroacoustics (CAA). We apply a mixed finite element approximation to the acoustic perturbation equations, in which the flow induced sound is modeled by assessing the impact of a mean flow field on the acoustic wave propagation. We show the properties of the approximation by numerical benchmarks and an application to the CAA problem of sound generated by an airfoil.
Key concepts: Computational aeroacoustics, Aeroacoustics, Airfoil, Finite element method, Acoustics, Physics, Perturbation (astronomy), Mathematical analysis