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Broadband Noise Predictions Based on a New Aeroacoustic Formulation

机译:基于新的航空声学公式的宽带噪声预测

摘要

A new analytic result in acoustics called 'Formulation 1B,' proposed by Farassat, is used to compute the loading noise from an unsteady surface pressure distribution on a thin airfoil in the time domain. This formulation is a new solution of the Ffowcs Williams-Hawkings equation with the loading source term. The formulation contains a far-field surface integral that depends on the time derivative and the surface gradient of the pressure on the airfoil, as well as a contour integral on the boundary of the airfoil surface. As a first test case, the new formulation is used to compute the noise radiated from a flat plate, moving through a sinusoidal gust of constant frequency. The unsteady surface pressure for this test case is specified analytically from a result that is based on linear airfoil theory. This test case is used to examine the velocity scaling properties of Formulation 1B, and to demonstrate its equivalence to Formulation 1A, of Farassat. The new acoustic formulation, again with an analytic surface pressure, is then used to predict broadband noise radiated from an airfoil immersed in homogeneous turbulence. The results are compared with experimental data previously reported by Paterson and Amiet. Good agreement between predictions and measurements is obtained. The predicted results also agree very well with those of Paterson and Amiet, who used a frequency-domain approach. Finally, an alternative form of Formulation 1B is described for statistical analysis of broadband noise.
机译:Farassat提出的一种新的声学分析结果称为“ Formulation 1B”,用于计算时域中薄机翼上不稳定的表面压力分布所产生的载荷噪声。该公式是带有载荷源项的Ffowcs Williams-Hawkings方程的新解。该公式包含一个取决于时间导数和翼型上压力的表面梯度的远场表面积分,以及翼型表面边界上的轮廓积分。作为第一个测试用例,新公式用于计算从平板辐射的,经过恒定频率的正弦阵风的噪声。根据基于线性翼型理论的结果,分析性地指定了该测试用例的非稳态表面压力。该测试案例用于检查配方1B的速度缩放特性,并证明其与Farassat的配方1A等效。新的声学公式再加上具有分析性的表面压力,然后用于预测从浸没在均匀湍流中的机翼辐射的宽带噪声。将结果与先前由Paterson和Amiet报告的实验数据进行比较。在预测和测量之间获得了良好的一致性。预测结果也与使用频域方法的Paterson和Amiet的结果非常吻合。最后,描述了一种配方1B的替代形式,用于宽带噪声的统计分析。

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  • 作者

    Farassat F.; Casper J.;

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  • 年度 2002
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