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Optimized microphone deployment for near-field acoustic holography: To be, or not to be random, that is the question

机译:针对近场声全息技术优化的麦克风部署:问题是随机的还是随机的

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摘要

Arrays with sparse and random sensor deployment are known to be capable of delivering high quality far-field images without grating lobes. This raises the question of whether or not this idea can be applied to near-field imaging as well. To answer this question that has not yet been widely investigated in previous research, numerical simulations are undertaken in this paper to optimize the microphone deployment for both far-field and near-field arrays with the latter being the main focus. In the simulation, a recently introduced near-field equivalent source imaging (NESI) technique is employed for the near-field imaging. Global optimization techniques including the simulated annealing (SA) algorithm and the intra-block Monte Carlo (IBMC) algorithm are exploited to find the optimal microphone position efficiently. The combined use of the SA and the IBMC algorithms enables efficient search for satisfactory deployment with excellent beam pattern and relatively uniform distribution of microphones. In the near-field optimization, a special kind of beam pattern and cost function definition is used for the multiple-input-multiple-output (MIMO) imaging problem. As indicated by the simulation results, random deployment of microphones is necessary to avoid grating lobes in far-field imaging. In the near-field simulation, all results suggest that the optimal near-field array is the uniform rectangular array (URA) and the random deployment presents no particular benefit in near-field imaging.
机译:已知具有稀疏和随机传感器部署的阵列能够提供高质量的远场图像而没有光栅波瓣。这就提出了一个问题,即这个想法是否也可以应用于近场成像。为了回答以前的研究中尚未广泛研究的问题,本文进行了数值模拟,以优化远场和近场阵列的麦克风部署,后者是主要重点。在模拟中,最近引入的近场等效源成像(NESI)技术用于近场成像。利用包括模拟退火(SA)算法和块内蒙特卡洛(IBMC)算法在内的全局优化技术来有效地找到最佳麦克风位置。 SA和IBMC算法的结合使用可以有效地搜索具有出色的波束方向图和麦克风相对均匀分布的令人满意的部署。在近场优化中,一种特殊的波束方向图和代价函数定义用于解决多输入多输出(MIMO)成像问题。如仿真结果所示,麦克风的随机部署是必需的,以避免远场成像中的光栅波瓣。在近场模拟中,所有结果表明,最佳的近场阵列是均匀矩形阵列(URA),并且随机部署在近场成像中没有特别的好处。

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