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Optimal distributed minimum-variance beamforming approaches for speech enhancement in wireless acoustic sensor networks

机译:无线语音传感器网络中用于语音增强的最佳分布式最小方差波束形成方法

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摘要

In multiple speaker scenarios, the linearly constrained minimum variance (LCMV) beamformer is a popular microphone array-based speech enhancement technique, as it allows minimizing the noise power while maintaining a set of desired responses towards different speakers. Here, we address the algorithmic challenges arising when applying the LCMV beamformer in wireless acoustic sensor networks (WASNs), which are a next-generation technology for audio acquisition and processing. We review three optimal distributed LCMV-based algorithms, which compute a network-wide LCMV beamformer output at each node without centralizing the microphone signals. Optimality here refers to equivalence to a centralized realization where a single processor has access to all signals. We derive and motivate the algorithms in an accessible top-down framework that reveals their underlying relations. We explain how their differences result from their different design criterion (node-specific versus common constraints sets), and their different priorities for communication bandwidth, computational power, and adaptivity. Furthermore, although originally proposed for a fully connected WASN, we also explain how to extend the reviewed algorithms to the case of a partially connected WASN, which is assumed to be pruned to a tree topology. Finally, we discuss the advantages and disadvantages of the various algorithms.
机译:在多扬声器场景中,线性约束最小方差(LCMV)波束形成器是一种流行的基于麦克风阵列的语音增强技术,因为它可以在保持一组针对不同扬声器的期望响应的同时,将噪声功率降至最低。在这里,我们解决了将LCMV波束成形器应用于无线声传感器网络(WASN)中时遇到的算法挑战,无线声传感器网络是用于音频采集和处理的下一代技术。我们回顾了三种基于分布式最优LCMV的算法,这些算法可在不集中麦克风信号的情况下计算每个节点在整个网络范围内的LCMV波束形成器输出。此处的最佳性是指等效于集中式实现,其中单个处理器可以访问所有信号。我们在可访问的自上而下的框架中推导并激励了这些算法,从而揭示了它们的潜在关系。我们将说明它们的差异是如何由不同的设计标准(特定于节点的约束集和公共约束集)以及通信带宽,计算能力和适应性的不同优先级导致的。此外,尽管最初是针对完全连接的WASN提出的,但我们也解释了如何将已审查的算法扩展到部分连接的WASN的情况(假设已将其修剪为树形拓扑)。最后,我们讨论了各种算法的优缺点。

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