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一种基于扩展喉部文丘里管的湿气计量系统。

A Wet Gas Metering System Based on the Extended-Throat Venturi Tube.

作者信息

Xue Haobai, Yu Peining, Zhang Maomao, Zhang Haifeng, Wang Encheng, Wu Guozhu, Li Yi, Zheng Xiangyuan

机构信息

Tsinghua Shenzhen International Graduate School, Tsinghua University, Shenzhen 518055, China.

Shenzhen Institute of Information Technology, Shenzhen 518172, China.

出版信息

Sensors (Basel). 2021 Mar 17;21(6):2120. doi: 10.3390/s21062120.

Abstract

Although the use of a classical Venturi tube for wet gas metering has been extensively studied in the literature, the use of an extended-throat Venturi (ETV) tube has rarely been reported since its first proposal by J. R. Fincke in 1999. The structure of an ETV is very simple, but due to the complexity of multiphase flow, its theoretical model has not been fully established yet. Therefore, in this paper theoretical models have been developed for the convergent and throat sections of an ETV, and the gradients of front and rear differential pressures are derived analytically. Several flowrate algorithms have been proposed and compared with the existing ones. Among them, the iteration algorithm is found to be the best. A reasonable explanation is provided for its performance. The relationship between the differential pressure gradient and the flowrate relative error is also studied, such that the relative error distributions varying with ETV measured flowrates can be derived. The gas flowrate error of ETV increases with the liquid content whilst the liquid flowrate error of ETV decreases with the liquid content, and the relative errors of liquid flowrate are generally 2 to 3 times larger than that of the gas flowrate. Finally, the ETV tends to be more accurate than the classical Venturi tube. The ETV can be designed more compact under the same signal intensity due to its significantly higher velocity in the throat section.

摘要

尽管经典文丘里管在湿气计量中的应用已在文献中得到广泛研究,但自1999年J. R. 芬克首次提出以来,扩展喉部文丘里管(ETV)的应用却鲜有报道。ETV的结构非常简单,但由于多相流的复杂性,其理论模型尚未完全建立。因此,本文针对ETV的收缩段和喉部建立了理论模型,并通过解析推导得出了前后压差的梯度。提出了几种流量算法并与现有算法进行了比较。其中,迭代算法被认为是最佳算法,并对其性能给出了合理的解释。还研究了压差梯度与流量相对误差之间的关系,从而可以得出随ETV测量流量变化的相对误差分布。ETV的气体流量误差随液体含量增加而增大,而ETV的液体流量误差随液体含量减少,且液体流量的相对误差通常比气体流量的相对误差大2至3倍。最后,ETV往往比经典文丘里管更精确。由于ETV喉部的速度明显更高,在相同信号强度下它可以设计得更紧凑。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/356b/8003098/f558bb559d8b/sensors-21-02120-g001.jpg

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