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Combination of Top-Hat and Bottom-Hat Transforms for Frequency Estimation

机译:结合上帽子和下帽子变换进行频率估计

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摘要

A frequency of the signal generally is estimated using conventional strategies based on Fourier transforms. This method uses a complex calculation process and also need to combine with other strategies in order to get a good estimation, and as a result, making a burden in a calculation and time-consuming in their process. In this paper, the combination of the top-hat and bottom-hat transforms is presented as a new strategy in estimating the frequency of the signal in the time domain. These methods, top-hat and bottom-hat transforms are based on Mathematical Morphology that using simple calculations and as a result reducing the complexity of the calculations. In this strategy, the signal is processed using both transforms, then the results are compared with each other to find the frequency estimation of the signal. The results of the simulation in Matlab show this strategy has the ability to estimate the frequency of the signal accurately for both noise-free signal and signal with SNR at higher than 30dB specially for the frequency between 30 to 100 Hz.
机译:通常使用基于傅立叶变换的常规策略来估计信号的频率。该方法使用了复杂的计算过程,并且还需要与其他策略结合才能获得良好的估算,因此,增加了计算负担,并且在处理过程中耗时。在本文中,结合了礼帽式和礼帽式变换作为一种新的策略来估计时域中的信号频率。这些方法(高帽法和低帽法)是基于数学形态学的,它们使用简单的计算,从而降低了计算的复杂性。在这种策略中,使用两个变换对信号进行处理,然后将结果相互比较以找到信号的频率估计。在Matlab中进行的仿真结果表明,该策略能够准确估计无噪声信号和SNR高于30dB的信号的信号频率,特别是30至100 Hz之间的频率。

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