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Order Tracking based Least Mean Squares Algorithm

机译:基于顺序跟踪的最小均方方算法

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This paper presents a novel least mean squares approach for active control of structural mechanic systems. Order tracking is used to estimate the gradient for a steepest descent approach more precisely than the standard narrow-band filtered-x least mean squares (FxLMS). The derivation for the new order tracking based least mean square (OLMS) algorithm is presented for a single-input single-output system. The update equations of the OLMS are then compared with an FxLMS algorithm, leading to an interpretation that the FxLMS incorporates order tracking properties. Both algorithms are compared in simulations to show their different convergence performances at multiple frequencies. If only one frequency is present, the OLMS shows similar performance. However, in the case of multiple frequencies being present, the OLMS shows a significant performance increase. The presence of multiply frequencies lowers the performance of the FxLMS. This is analogous to the performance of the OLMS with an improper order tracking filter.
机译:本文提出了一种用于结构机械系统的主动控制的新颖性平均方块方法。订单跟踪用于更精确地估计陡峭的下降方法的梯度,比标准窄带滤波 - X最小均方(FXLMS)更精确地更精确地更精确地。基于最小均方(OLMS)算法的新订单跟踪的推导是针对单输入单输出系统的。然后将OLM的更新方程与FXLMS算法进行比较,导致FXLMS包含订单跟踪属性的解释。在模拟中比较了这两种算法,以显示它们在多个频率下的不同收敛性能。如果仅存在一个频率,则OLM显示了类似的性能。然而,在存在多个频率的情况下,OLM显示了显着的性能增加。乘法频率的存在降低了FXLMS的性能。这类似于OLM的性能,具有不正确的顺序跟踪滤波器。

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