Multiple Model Adaptive Systems For Active Noise Attenuation

H. Nam, S. Elliott
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Abstract

The characteristics of :most active control systems change with time. In particular, the characteristics of the transfer functions between the secondary loudspeakers and error slensors (the "secondary path") can be time-varying. In many situations, an adaptive scheme to estimate these transfer functions is needed. This is in addition to the adaptive filter implementing the controller. Most adaptive control filters have used FIR structures based on filtered-x LMS algorithms. :Recently, Eriksson er al [ 11 showed that IIR structures are more desirable for the active control of duct noise in order to remove the poles introduced by the acoustic feedback and presented an algorithm to adjust the coefficients of an IIR filter using the recursive least mean square: (RLMS) algorithm of Feintuch [2]. Since both of these approaches require knowledge of the secondary path transfer function, some adaptive algorithms which simultaneoiisly estimate the transfer function of a secondary path have been presented [1,3]. Such adaptive techniques have a tendency to diverge when the parameters vary rapidly and it is difficullt to apply them to the multiple sensor multiple speaker cases [4] because there are too many parameters to be estimated in each step. We present a new algorithm using multiple models to reduce the tendency to diverge compared with previous adaptive algorithms under time-varying conditions. Since this approach requires only a small amount of computation, it may also be used in the multiple channel case. The block diagxim of the multiple model adaptive control (MMAC) technique for noise attenuation is shown in Figure 1.
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主动噪声衰减的多模型自适应系统
大多数主动控制系统的特性随时间而变化。特别是,次级扬声器和误差传感器(“次级路径”)之间的传递函数的特性可以是时变的。在许多情况下,需要一种自适应方案来估计这些传递函数。这是对实现控制器的自适应滤波器的补充。大多数自适应控制滤波器都使用基于filtered-x LMS算法的FIR结构。最近,Eriksson等[11]表明,IIR结构更适合于主动控制管道噪声,以消除声反馈引入的极点,并提出了一种使用Feintuch[2]的递推最小均方(RLMS)算法来调整IIR滤波器系数的算法。由于这两种方法都需要了解辅助路径传递函数,因此已经提出了一些同时估计辅助路径传递函数的自适应算法[1,3]。这种自适应技术在参数快速变化时容易出现发散,并且由于每一步需要估计的参数太多,难以应用于多传感器多扬声器的情况。在时变条件下,与已有的自适应算法相比,本文提出了一种新的多模型自适应算法。由于这种方法只需要少量的计算,因此它也可以用于多通道的情况。多模型自适应控制(MMAC)降噪技术的框图如图1所示。
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