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Robust Active Noise Control Design by Optimal Weighted Least Squares Approach

机译:最优加权最小二乘法的鲁棒有源噪声控制设计

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摘要

An optimal strategy is derived for robust performance of feedforward and feedback noise controllers in active noise control systems with a bounded narrowband disturbance. The designed recursive algorithm updates the weighting factor to make sure that controller updates are performed when the current measurement data contain new information to improve the estimation quality. This significantly reduces the computational complexity by allowing fewer updates in the steady state and persistent updates otherwise. The presented algorithm can guarantee non-increasing and positive-definite covariance matrices for feedforward and feedback filters, and this results in a bounded and non-increasing estimation error. Moreover, the proposed algorithm achieves fast convergence with improved performance in steady-state noise reduction. In simulations, the comparison of the proposed method with the established methods under benchmark conditions demonstrates the improvement in the overall performance.
机译:推导了一种最佳策略,用于在有界窄带扰动的有源噪声控制系统中,前馈和反馈噪声控制器的鲁棒性能。设计的递归算法更新加权因子,以确保当当前测量数据包含新信息以提高估计质量时执行控制器更新。通过允许在稳态下进行较少的更新,而在其他情况下进行持久性更新,则显着降低了计算复杂性。所提出的算法可以保证前馈和反馈滤波器的不增加正定协方差矩阵,从而导致估计误差有界且不增加。此外,所提出的算法实现了快速收敛,并且在稳态噪声降低方面具有改进的性能。在仿真中,将所提出的方法与已建立的方法在基准条件下进行的比较证明了整体性能的提高。

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