A Computational Fluid Dynamics Model for Investigating Air-Pumping Mechanisms in Air-Borne Tire Noise
The reduction in power train noise over the past decade has led to an increased focus in reducing tire/road noise, largely due to the environmental concerns related to road traffic noise in industrial countries. Computational fluid dynamic (CFD) simulations conducted using ANSYS FLUENT are presented here with the objective of understanding air-pumping noise-generation mechanisms due to tire/road interaction. The CFD model employs a large eddy simulation turbulence modeling approach, in which the filtered compressible Navier-Stokes equations are solved to obtain temporally and spatially accurate near-field pressure fluctuations for a two-dimensional (2D) tire geometry with (1) one groove and (2) two grooves. In addition, the Ffowcs-Williams and Hawkings (FW-H) acoustic model is used to predict far-field acoustics. The deformation of the grooves, as the tire rotates, is represented by prescribed sidewall movements. Consequently, the solution to the numerical problem is obtained through a single process, thereby enabling the prediction of small-scale air pumping, horn effect, and far-field acoustics in a single simulation. The acoustic characteristics associated with air pumping are studied through spectral analysis tools, and comparisons show that the additional groove on the horn geometry alters the spectral characteristics of air pumping. Validation of the model is conducted through qualitative and quantitative comparisons with previous studies. These simulations are intended to provide a deeper understanding about the small-scale noise generation as well as the near-field and far-field acoustics, thereby paving the way for the automotive manufacturer to compare a variety of air-related tire noise characteristics without spending time and money for vehicle pass-by tests.ABSTRACT

Schematic diagram showing different stages of the tire groove in the prediction model of air-pumping noise, along with consideration for horn effect.

Analysis geometry for 2D tire with dimensions of a 215/60R16 tire, for two different cases: (a) case 1 with one groove and (b) case 2 with two grooves.

Computational mesh used for the simulation with a close-up view of the meshing near the groove for case 1.

Details related to collection of acoustic data.

Instantaneous pressure contour showing propagation of pressure waves through horn geometry for case 2 when the grooves are at (a) the upstream side of the tire and (b) the downstream side of the tire.

Comparison of pressure evolution at receiver 11 for the different cases studied. (a) Case 1. (b) Case 2.

A-weighted SPL spectrum for tire with a single groove at near-field and far-field receivers.

Spectrogram showing time variation of frequency distribution for tire with a single groove at near-field and far-field receiver locations. (a) Receiver 11. (b) Receiver 9. (c) Receiver 1. (d) Receiver 3. (e) Receiver 2. (f) Receiver 4.

A-weighted SPL spectrum for tire with two grooves at near-field and far-field receivers.

Spectrogram showing time variation of frequency distribution for tire with two grooves at near-field and far-field receiver locations. (a) Receiver 11. (b) Receiver 9. (c) Receiver 1. (d) Receiver 3. (e) Receiver 2. (f) Receiver 4.
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