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Rational approximations principle for frequency shifts measurement in frequency domain sensors

机译:频域传感器中频移测量的有理近似原理

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Frequency domain sensors (FDS) are important elements in control, data acquisition and monitoring systems. Such sensors have some outstanding characteristics like output of quasi-digital signals, high sensitivity, high resolution, wide dynamic range, anti-interference capacity and good stability. A FDS converts a physical variable (measurand) into a frequency domain ouput. When the measurand changes, the output has a proportional frequency shift. In systems that use FDS, measuring the frequency shift is desirable. Accuracy of most frequency measurement techniques is limited by measurement time, and if more precision is required, longer times for measuring are needed. In this work, a novel approach using the rational approximations principle for measuring frequency shift in the output of a FDS is introduced. Also algorithms for simulating the mathematical model of frequency measurement process are proposed, and resolution of measurement is improved by analyzing the data obtained.
机译:频域传感器(FDS)是控制,数据采集和监视系统中的重要元素。这种传感器具有一些突出的特性,例如准数字信号的输出,高灵敏度,高分辨率,宽动态范围,抗干扰能力和良好的稳定性。 FDS将物理变量(被测量值)转换为频域输出。当被测物改变时,输出具有成比例的频移。在使用FDS的系统中,需要测量频移。大多数频率测量技术的准确性受到测量时间的限制,如果需要更高的精度,则需要更长的测量时间。在这项工作中,介绍了一种使用有理逼近原理来测量FDS输出中的频移的新颖方法。提出了一种模拟频率测量过程数学模型的算法,并通过分析获得的数据来提高测量的分辨率。

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