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Augmenting road noise engineering methods using the Boundary Element Method

机译:使用边界元法进行增强道路噪声工程方法

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Exposure to excessive noise is correlated with higher rates of annoyance, sleep disturbance, and other negative health outcomes. Accurately calculating road noise in complex urban environments is fundamental to assessing potential noise mitigation devices and reducing overall noise exposure. However, computing sound propagation in this setting is difficult because cities have complicated geometries and large domains. For example, engineering methods such as ISO-9613-2 or NMPB 2008 efficiently estimate sound levels but cannot model complex geometries like a T-barrier. In addition, detailed approaches such as the boundary element method or the finite-difference time-domain method produce precise results for any geometry but rapidly become too expensive as the frequency and domain size increase. Using a hybrid formulation alleviates these problems. Specifically, the boundary element method yields a table of the corrections for the domain's involved structures for a range of source and receiver positions and frequencies. Interpolating this table, the engineering method adjusts the predicted sound level for each path. For complex objects, this hybrid method provides a substantial improvement at little additional cost compared to current engineering methods. This paper further explicates and evaluates this technique.
机译:暴露于过度噪音与令人烦恼,睡眠障碍和其他负面健康结果的更高速度相关。复杂城市环境中准确计算的道路噪声是评估潜在的噪声缓解装置并减少整体噪音暴露的基础。但是,在此设置中计算声音传播是困难的,因为城市具有复杂的几何形状和大域。例如,诸如ISO-9613-2或NMPB 2008等工程方法有效估计声级,但不能像T-BRIRIAL那样建模复杂的几何形状。另外,如边界元方法或有限差分时域方法的详细方法为任何几何形状产生精确的结果,但随着频率和域尺寸的增加,迅速变得太昂贵。使用混合制剂减轻了这些问题。具体地,边界元件方法产生域涉及结构的校正表,用于一系列源和接收器位置和频率。插值此表,工程方法调整每个路径的预测声级。对于复杂的物体,与当前工程方法相比,这种混合方法提供了几乎没有额外成本的实质性改进。本文进一步阐述并评估了这种技术。

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