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首页> 外文期刊>Advances and Applications in Fluid Mechanics >DEVELOPMENT OF UNSTEADY-STATE EQUATIONS FOR THE FLOW OF GAS THROUGH PIPELINES
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DEVELOPMENT OF UNSTEADY-STATE EQUATIONS FOR THE FLOW OF GAS THROUGH PIPELINES

机译:流经管道的非稳态方程的开发

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摘要

Unsteady-state flow of natural gas in pipeline occurs more frequently in the design and operational analysis of natural gas systems. Most of the existing gas pipelines design procedures are based on steady-state flow equations. Hence there is the need to develop equations capable of calculating the unsteady-state gas volumetric flow rate in horizontal and inclined pipes. This paper presents unsteady-state equations for flow of natural gas through pipelines without neglecting any term in the momentum equation. The analytical solutions of the resulting differential equations are obtained. The equations give functional relationship between flow rate, inlet pressure and outlet pressure at any given time. The new unsteady-state equation yields results close to steady-state analysis but is able to account for the initial transience in gas flow rate. The equations considerably enhance gas pipeline design in terms of both ease of usage and accuracy. A simple computer program in FORTRAN is developed to handle these calculations.
机译:在天然气系统的设计和运行分析中,管道中天然气的非稳态流动更为频繁。现有的大多数天然气管道设计程序都基于稳态流量方程。因此,需要开发能够计算水平管和倾斜管中的非稳态气体体积流量的方程式。本文提出了天然气流经管道的非稳态方程,而没有忽略动量方程中的任何项。获得了所得微分方程的解析解。这些方程式给出了在任何给定时间流量,入口压力和出口压力之间的函数关系。新的非稳态方程产生的结果接近于稳态分析,但能够说明气体流速的初始瞬变。这些方程式在易用性和准确性方面都大大增强了天然气管道的设计。开发了FORTRAN中的简单计算机程序来处理这些计算。

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