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A Convex-Combined Step-Size-Based Normalized Modified Filtered-x Least Mean Square Algorithm for Impulsive Active Noise Control Systems

机译:基于凸起的基于阶梯大小的归一化改性滤波器X最小均方算法,用于脉冲有源噪声控制系统

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The celebrated filtered-x least mean square (FxLMS) algorithm does not work well for active noise control (ANC) of impulsive source. In previous attempts, the robustness of FxLMS algorithm has been improved by thresholding the reference and/or error signals used in the ANC system. However, estimating these thresholds is not any easy task in most of the practical scenarios. The need for appropriate thresholds is avoided in a previously proposed improved normalized-step-size FxLMS (INSS-FxLMS) algorithm, however, there is a tradeoff situation between the convergence speed and steady-state performance as a fixed step-size needs to be selected properly. In this paper, we propose a novel algorithm for impulsive ANC (IANC) systems. The proposed algorithm is based on the previously proposed INSS-FxLMS. The main idea to employ a convex-combined step-size which automatically converges to a large value to improve the convergence speed during the transient state, and to a small value as the IANC system converges at the steady-state. Extensive simulation results are presented to demonstrate the effective performance of the proposed algorithm.
机译:庆祝的过滤器X最小均方(FXLMS)算法对于脉冲源的主动噪声控制(ANC)不起作用。在先前的尝试中,通过在ANC系统中使用的参考和/或错误信号来改进FXLMS算法的稳健性。但是,在大多数实际情况下,估计这些阈值并不是任何简单的任务。在先前提出的改进的归一化阶梯大小的FXLMS(INSS-FXLMS)算法中避免了对适当阈值的需求,但是,在收敛速度和稳态性能之间存在折衷情况,因为固定的阶梯大小需要正确选择。在本文中,我们提出了一种新颖的脉冲ANC(IANC)系统算法。所提出的算法基于先前提出的INSS-FXLMS。采用凸组合的阶梯大小的主要思想自动收敛到大值以提高瞬态状态期间的收敛速度,并且在稳态的IANC系统收敛时,较小的值。提出了广泛的仿真结果,以证明所提出的算法的有效性能。

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