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Conversion of Discretely Sampled Sound Field Data to Auralization Formats

机译:将离散采样的声场数据转换为听觉格式

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Sound field simulations at low frequencies often use finite-element or other mesh-based methods. For auralization, output data from these methods need to be converted to a format compatible with auralization methods, such as binaural reproduction, wave field synthesis (WFS), higher order Ambisonics (HOA), or vector base amplitude panning (VBAP). The mesh data can be viewed as a spatial sampling of the sound pressure distribution. A method is proposed for converting the mesh data to plane-wave components using a circular array of virtual sources centered around a reference position. Such a plane-wave decomposition (PWD) is straightforward to process further for auralization. Emphasis is put on generalized modal decompositions of sound fields through singular-value decomposition, and on the relation between modal bandwidth and the ratio of mesh width to wavelength. The special case of a decomposition into cylindrical harmonics is studied in detail. Results are presented for two-dimensional examples, and numerical issues are discussed.
机译:低频声场模拟通常使用有限元或其他基于网格的方法。对于声音化,需要将这些方法的输出数据转换为与声音化方法兼容的格式,例如双耳再现,波场合成(WFS),高阶Ambisonics(HOA)或矢量基振幅平移(VBAP)。网格数据可以看作是声压分布的空间采样。提出了一种使用以参考位置为中心的虚拟源的圆形阵列将网格数据转换为平面波分量的方法。这种平面波分解(PWD)可以直接进行进一步处理以进行听觉化。重点是通过奇异值分解进行的声场广义模态分解,以及模态带宽与网眼宽度与波长之比之间的关系。详细研究了分解为圆柱谐波的特殊情况。给出了二维示例的结果,并讨论了数值问题。

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