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Numerical evaluation of sourcereceiver transfer functions with the Fast Multipole Boundary Element Method for predicting pass-by noise levels of automotive vehicles

机译:快速多极边界元方法对源接收器传递函数的数值评估,以预测汽车的通过噪声水平

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The Fast Multipole Boundary Element Method (FMBEM) is adopted for the numerical evaluation of sourcereceiver transfer functions for predicting ISO-362 pass-by noise levels of automotive vehicles. The pass-by noise configuration is discussed, as well as the FMBEM approach to evaluate the transfer functions in the frequency domain. An amplitude/phase frequency interpolation scheme with a geometrically based phase unwrapping scheme is presented that enables the long time frame reconstruction of the impulse responses from coarsely sampled frequency response functions. The performance of the interpolation scheme is compared to other schemes for 12 frequency response functions obtained from measurements on a passenger vehicle in a semi-anechoic room, and a sampling and interpolation scheme is proposed that yields a mean error of 0.5 dB in the third octave band SPLs. Several parameters related to the simulation method, the most important of which is the density of the BEM surface mesh, are investigated for their influence on the trade-off between accuracy and evaluation time. Guidelines for selecting these parameters are presented which can be used to predict sound pressure levels and third octave band levels up to the 2 kHz third octave band. Compared to more accurate simulations, these guidelines result in an average approximation error in the transfer functions of 1.3 dB in the third octave band SPLs while considerably reducing the evaluation time. Comparison of the simulated and the measured transfer functions show an average error of 4 dB in the third octave band SPLs.
机译:快速多极边界元方法(FMBEM)被用于源接收器传递函数的数值评估,以预测机动车的ISO-362穿越噪声水平。讨论了旁路噪声配置,以及在频域中评估传递函数的FMBEM方法。提出了具有基于几何的相位展开方案的幅度/相位频率内插方案,该方案使得能够从粗采样的频率响应函数中对脉冲响应进行长时间帧重构。将插值方案的性能与其他方案进行比较,以获取通过在半消声室中对乘用车进行测量获得的12个频率响应函数,并提出一种采样和插值方案,该方案在第三倍频程中产生0.5 dB的平均误差频段SPL。研究了与仿真方法相关的几个参数,其中最重要的是BEM表面网格的密度,它们对精度和评估时间之间的权衡取舍有影响。给出了选择这些参数的指南,这些指南可用于预测高达2 kHz的第三个八度音阶的声压级和第三个八度音阶。与更精确的仿真相比,这些准则在第三倍频程SPL中导致传递函数的平均近似误差为1.3 dB,同时大大缩短了评估时间。对模拟传递函数和测量传递函数的比较表明,在第三个八度音阶SPL中平均误差为4 dB。

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