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Beamfield analysis for statistically described planar microphone arrays

机译:统计描述的平面麦克风阵列的束场分析

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An analysis of Delay and Sum beamforming using microphone arrays with two-dimensional stochastic geometry in an office environment is carried out with two metrics proposed to rate the performance of these arrays: main lobe width (MLW) and peak-to-sidelobe ratio (PSR). Geometries with irregular microphone placements use a dispersion measure analogous to aperture and centroid to indicate array center relative to focal point. Sets of stochastic arrays are generated though Monte Carlo simulations and their performance is evaluated using the proposed metrics for varying number of microphones, sound source frequency, centroid location, and dispersion and compared to rectangular arrays. Performance results show increasing the number of microphones in a stochastic geometry increases the average PSR by 3 dB per doubling of microphones but remains one standard deviation below regular array performance while MLW remains relatively constant and close to that of the regular arrays. Increasing target frequency reduced MLW for both stochastic and regular geometries. Both types of arrays lost PSR while regular arrays were 5-10 dB superior. For increasing centroid displacement regular arrays display similar or inferior performance in PSR by as much as 5 dB versus the random arrays and mostly similar performance in MLW. Increasing the array dispersion reduces both the MLW and PSR, where the MLW for the stochastic geometries is on par with the corresponding regular geometries and the PSR is on the order of 5 to 10 dB below the regular arrays.
机译:在办公室环境中使用具有二维随机几何形状的麦克风阵列对延迟和总和波束成形进行了分析,并提出了两个评估这些阵列性能的指标:主瓣宽度(MLW)和峰旁瓣比(PSR) )。麦克风位置不规则的几何形状使用类似于孔径和质心的色散度量来指示相对于焦点的阵列中心。通过蒙特卡洛模拟生成随机阵列集,并使用所建议的度量标准来评估麦克风的数量,改变声源频率,质心位置和分散度,并与矩形阵列进行比较,评估随机阵列的性能。性能结果显示,随机几何体中麦克风的数量增加会使麦克风的平均PSR每增加一倍,即增加3 dB,但仍比常规阵列性能低一个标准偏差,而MLW保持相对恒定并接近常规阵列。对于随机和规则几何体,增加目标频率都会降低MLW。两种类型的阵列均失去了PSR,而常规阵列则提高了5-10 dB。为了增加质心位移,常规阵列在PSR中的性能与随机阵列相比要高出5 dB,而在MLW中则要高出5 dB。增大阵列色散会同时降低MLW和PSR,其中随机几何的MLW与相应的常规几何相同,而PSR则比常规阵列低5至10 dB。

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