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Dataset on tip vortex formation noise produced by wall-mounted finite airfoils with sinusoidal and porous tip geometries

Airfoil tip vortex formation noise is a significant noise source in many aerodynamic applications such as aircraft, fans, rotors and propellers. The data collection presented in this paper examines the effects of sinusoidal geometry and porosity on the tip vortex formation noise produced by finite l...

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Published in:Data in brief 2020-06, Vol.30, p.105471-105471, Article 105471
Main Authors: Zhang, Tingyi, Moreau, Danielle, Geyer, Thomas, Fischer, Jeoffrey, Doolan, Con
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Language:English
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cited_by cdi_FETCH-LOGICAL-c517t-782804b665300352e4d8dee8a6b187f9e730f58a8c62f13c42bd1b3f96fbe3cc3
cites cdi_FETCH-LOGICAL-c517t-782804b665300352e4d8dee8a6b187f9e730f58a8c62f13c42bd1b3f96fbe3cc3
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creator Zhang, Tingyi
Moreau, Danielle
Geyer, Thomas
Fischer, Jeoffrey
Doolan, Con
description Airfoil tip vortex formation noise is a significant noise source in many aerodynamic applications such as aircraft, fans, rotors and propellers. The data collection presented in this paper examines the effects of sinusoidal geometry and porosity on the tip vortex formation noise produced by finite length airfoils. The use of serrated and porous materials is inspired by silent owl-wings and is a promising approach to control flow-induced noise. Noise measurements have been taken using a 47-channel planar microphone array in the anechoic wind tunnel at the Brandenburg University of Technology. Over 2600 unique test cases with variations in sinusoidal tip geometry (amplitude and wavelength) and flat tip porosity were measured during the experimental campaign for a NACA0012 and NACA614 airfoil. The microphone data have been processed using acoustic beamforming software named Acoular to produce one-third-octave band tip noise spectra.
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source ScienceDirect Journals; PubMed Central
subjects Aeroacoustics
Airfoil noise
Beamforming
Engineering
Wingtip
title Dataset on tip vortex formation noise produced by wall-mounted finite airfoils with sinusoidal and porous tip geometries
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