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Digital Processing Method used to Improve the Frequency Measurement Accuracy for Vibrating-Wire Transducers

机译:用于提高振弦式传感器频率测量精度的数字处理方法

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This paper is focused on implementation of a digital processing method applied over acquired data obtained from a vibrating wire transducer in normal conditions. The paper carries on the researches from [2] and [3], the main aim being to improve measurement accuracy of transducers with natural frequency around 700Hz. The theoretical analysis of the vibrating wire transducer shows that the output signal is a sum of harmonics: fundamental ω1 (natural frequency of the vibrating wire) and higher frequency harmonics ωn. But a FFT analysis of the transducer's output signal shows that, inside the working range, the output signal is strongly affected by noise and that the second degree harmonic is nearly to the high frequency limit. The conditioning circuit studied in [2]-[3] can't extract just fundamental frequency ω1. To improve circuit performance this paper proposes to use digital processing methods. Theoretically, the transducer's output is a damped oscillations signal, but from processing method point of view this is viewed like a series of numbers represented by the samples of signal periods of oscillation acquired as long as the output signal is higher as a threshold. In our work, the high frequency noises are rejected with low pass FIR filter and the 50Hz noises are rejected using an averaging operator. As a results of the processing, the fundamental frequency is measured with an accuracy less of 0.2Hz.
机译:本文的重点是在正常条件下对从振弦式换能器获得的数据进行数字处理的方法的实现。本文进行了[2]和[3]的研究,主要目的是提高自然频率为700Hz左右的传感器的测量精度。振弦式换能器的理论分析表明,输出信号是谐波之和:基波ω 1 (振弦的固有频率)和更高频率的谐波ω n 。但是对换能器输出信号的FFT分析表明,在工作范围内,输出信号受到噪声的强烈影响,并且二次谐波几乎达到了高频极限。在[2]-[3]中研究的调节电路不能仅提取基频ω 1 。为了提高电路性能,本文提出使用数字处理方法。从理论上讲,换能器的输出是阻尼振荡信号,但是从处理方法的角度来看,只要输出信号高于阈值,就可以将其视为一系列由振荡信号周期的采样表示的数字。在我们的工作中,高频噪声被低通FIR滤波器抑制,而50Hz噪声则被平均算子抑制。作为处理的结果,以小于0.2Hz的精度测量基频。

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