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Efficient combination of feedforward and feedback structures for nonlinear narrowband active noise control

机译:前馈和反馈结构的有效组合,用于非线性窄带有源噪声控制

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In nonlinear narrowband active noise control (NNANC) system, there often exist nonlinear distortions in such cases: the primary path is nonlinear and the secondary path is non-minimum phase. In order to solve these nonlinear issues, a novel NNANC scheme based the combination of feedforward and feedback structures is proposed in this paper. In new NNANC scheme, the spectrum information fed back from the noise cancelling point is corrected by the frequency components expanded from the reference signal to obtain precise frequency components of primary noise. Then these frequency components are used as the input signal of new NNANC scheme and each frequency component is processed independently to reduce the undesired noise. For reducing the computational complexity and simplifying the implementation structure of new NNANC scheme, the filtered-error structure is used in proposed scheme to form Proposed-1 algorithm. To improve the performance of Proposed-1 algorithm even further, error separation technique using bandpass filter banks for these frequency components is developed to form Proposed-2 algorithm. Computational complexity analysis and numerous simulations for different narrowband noise and nonlinear primary path are given to demonstrate the effectiveness of proposed schemes.
机译:在非线性窄带有源噪声控制(NNANC)系统中,在这种情况下通常会存在非线性失真:主要路径是非线性的,而次要路径是非最小相位的。为了解决这些非线性问题,提出了一种基于前馈和反馈结构相结合的新型NNANC方案。在新的NNANC方案中,从噪声消除点反馈的频谱信息通过从参考信号扩展的频率分量进行校正,以获得精确的一次噪声频率分量。然后,将这些频率分量用作新的NNANC方案的输入信号,并对每个频率分量进行独立处理,以减少不希望的噪声。为了降低计算复杂度并简化新的NNANC方案的实现结构,在提出的方案中使用了滤波错误结构来形成提议的1算法。为了进一步提高提议1算法的性能,开发了针对这些频率分量使用带通滤波器组的错误分离技术,以形成提议2算法。针对不同的窄带噪声和非线性主路径,进行了计算复杂度分析和大量仿真,以证明所提方案的有效性。

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