Abstract

The swirl meter is one of the gas flow meters used in the industry. Its advantages are as follows: a strong signal level, easy maintenance, and stable performance. Hence, it has become widely accepted for natural gas metering. In this study, the numerical computation of the three-dimensional unsteady flow in a swirl meter was conducted using the renormalization group k–ε turbulence model and SIMPLE algorithm. The internal flow fields were analyzed in detail, wherein the velocity and pressure distributions were discussed under six flow rates (6, 15, 25, 40, 70, and 100 m3/h) and three swirl cone angles (11°, 20°, and 30°). The obtained results are reported and discussed as follows: the stable performance of the swirl meter was due to its capacity to maintain its internal characteristics over a large flow range. Also, it was detected that though the pressure decrease was gradual on the wall, an opposite tendency was shown at the center. On the other hand, the swirler structure was crucial to the metering capacity of the swirl meter, and the swirler cone angle influenced the pressure and velocity.

Highlights

  • Gas flow meters are the main instruments used for flow measurement; the accuracy of the flow rate determines the safe operation of the entire processing system

  • Based on the unique fluid oscillating phenomenon, flow rates are measured by the swirl meter by processing the oscillating frequency that is proportional to the flow rate

  • Among dozens of flow meters invented for industrial applications, the swirl meter stands out on the merits of its strong signal level, wide range, and stable performance

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Summary

Introduction

Gas flow meters are the main instruments used for flow measurement; the accuracy of the flow rate determines the safe operation of the entire processing system. Keywords Swirl meter, numerical simulation, SIMPLE algorithm, swirler cone angle, pressure distribution

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