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A time-varying normalized step-size based generalized fractional moment adaptive algorithm and its application to ANC of impulsive sources

机译:一种时变归一化的基于步进级的广义分数力矩自适应算法及其在脉冲源的ANC中的应用

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摘要

This paper develops a generalized fractional low-order moment-based adaptive filtering algorithm well suited for active noise control (ANC) of noise sources exhibiting peaky characteristics. In a previous algorithm, the impulsive nature of the noise sources has been addressed by employing a normalized step-size and the fractional power of the error and reference signals. In this paper, we employ a convex combination approach to develop a variable step-size (VSS) strategy. Thanks to the VSS in the proposed algorithm, the ANC system achieves a fast convergence speed as well as an improved steady-state noise reduction performance. Extensive simulations have been carried out for various scenarios, which show that the proposed algorithm is robust against the impulsiveness of the noise source as well as for a possible non-stationarity in the acoustic environment. (C) 2019 Elsevier Ltd. All rights reserved.
机译:本文开发了一种广泛的分数低阶矩的自适应滤波算法,适用于展示峰值特性的噪声源的主动噪声控制(ANC)。在先前的算法中,通过采用归一化的步长和误差和参考信号的分数功率来解决噪声源的脉冲性质。在本文中,我们采用了凸组合方法来开发变量步长(VSS)策略。由于算法中的VSS,ANC系统实现了快速收敛速度以及改进的稳态降噪性能。已经对各种场景进行了广泛的仿真,其示出了所提出的算法对噪声源的冲击以及在声学环境中的可能的非公平性的鲁棒。 (c)2019 Elsevier Ltd.保留所有权利。

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