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A new adaptive recursive RLS-based fast-array IIR filter for active noise and vibration control systems

机译:一种新的基于RLS的自适应递归快速阵列IIR滤波器,用于有源噪声和振动控制系统

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摘要

Infinite impulse response filters have not been used extensively in active noise and vibration control applications. The problems are mainly due to the multimodal error surface and instability of adaptive IIR filters used in such applications. Considering these, in this paper a new adaptive recursive RLS-based fast-array IIR filter for active noise and vibration control applications is proposed. At first an RLS-based adaptive IIR filter with computational complexity of order 0(n~2) is derived, and a sufficient condition for its stability is proposed by applying passivity theorem on the equivalent feedback representation of this adaptive algorithm. In the second step, to reduce the computational complexity of the algorithm to the order of 0(n) as well as to improve its numerical stability, a fast array implementation of this adaptive IIR filter is derived. This is accomplished by extending the existing results of fast-array implementation of adaptive FIR filters to adaptive IIR filters. Comparison of the performance of the fast-array algorithm with that of Erikson's FuLMS and SHARF algorithms confirms that the proposed algorithm has faster convergence rate and ability to reach a lower minimum mean square error which is of great importance in active noise and vibration control applications.
机译:无限脉冲响应滤波器尚未在主动噪声和振动控制应用中广泛使用。这些问题主要是由于多模态误差面和在此类应用中使用的自适应IIR滤波器的不稳定性所致。考虑到这些,本文提出了一种新的基于自适应递归RLS的快速阵列IIR滤波器,用于有源噪声和振动控制应用。首先,推导了一个基于RLS的自适应IIR滤波器,其计算复杂度为0(n〜2),并通过在该自适应算法的等效反馈表示上应用无源定理,为其稳定性提出了充分的条件。在第二步中,为了将算法的计算复杂度降低到0(n)的数量级并提高其数值稳定性,导出了此自适应IIR滤波器的快速阵列实现。这是通过将自适应FIR滤波器的快速阵列实现的现有结果扩展到自适应IIR滤波器来实现的。快速阵列算法与Erikson的FuLMS和SHARF算法的性能比较证实,该算法具有更快的收敛速度和达到较低的最小均方误差的能力,这在有源噪声和振动控制应用中非常重要。

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