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Influence of noise on the estimation method to reject damped sinusoidal vibrations in Adaptive Optics Systems

机译:噪声对自适应光学系统中抑制阻尼正弦振动的估计方法的影响

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Damped sinusoidal signals occur in many fields of science and practical issues. One of them are adaptive optics systems where such signals are undesirable and often diminish the system performance. One of solutions to reject these signals is a method called AVC which is based on the estimation of vibrations parameters. In recent years, an universal, fast and accurate estimation method has been presented. It can be used to estimate multifrequency signals and can be useful in many various cases where the estimation method plays a crucial role. The main idea of this paper is using it in the AVC method to increase the system performance. There can be distinguished several measurement parameters that affect the accuracy and the speed of the estimation method: CiR (number of signal cycles in the estimation process). N (number of signal samples in a measurement window), H (time window order). There are also parameters that are especially important in practical situations (damped signals with noise and harmonics): SNR, THD, y (changed in time a damping ratio). Total estimation errors consist of systematic errors and random errors. This paper is focusing on the second component, i.e. when the signal with γ ≠ 0 is distorted by noise. Results can be very useful from a practical point of view because they give information about the estimation accuracy in dependence of noise power for various damping ratio values. The value of the empirical MSE of the frequency estimator is approximately 10^-3 Hz for SNR = 30 dB H=2 and γ = 0.01%.
机译:阻尼正弦信号出现在科学和实践问题的许多领域。其中之一是自适应光学系统,其中这种信号是不希望的,并且常常会降低系统性能。拒绝这些信号的一种解决方案是一种称为AVC的方法,该方法基于振动参数的估计。近年来,提出了一种通用,快速且准确的估计方法。它可用于估计多频信号,并且在估计方法起关键作用的许多各种情况下很有用。本文的主要思想是在AVC方法中使用它来提高系统性能。可以区分影响测量方法的准确性和速度的几个测量参数:CiR(估计过程中的信号周期数)。 N(测量窗口中的信号样本数量),H(时间窗口顺序)。还有一些在实际情况中特别重要的参数(带有噪声和谐波的阻尼信号):SNR,THD,y(随时间变化的阻尼比)。总估计误差包括系统误差和随机误差。本文的重点是第二部分,即当γ≠0的信号被噪声失真时。从实际的角度来看,结果可能非常有用,因为对于各种阻尼比值,结果会根据噪声功率给出有关估计精度的信息。对于SNR = 30 dB H = 2和γ= 0.01%的情况,频率估算器的经验MSE值约为10 ^ -3 Hz。

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