中、超高压燃气管道中低、中强度气体泄漏位置的识别

IF 0.3 Q4 MATHEMATICS, INTERDISCIPLINARY APPLICATIONS
G. Kurbatova, V. A. Klemeshev
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引用次数: 0

摘要

提出了一种计算中高压和超高压井和天然气管道中固定气体泄漏位置的有效方法。提出了一种基于压力和温度实验数据的超高压区甲烷占主导的混合气体压缩系数依赖关系的构造算法。泄漏位置的计算算法基于非线性问题准线性化的Bellman方法,并附加了每次迭代时压力和温度与泄漏位置坐标线性相关的假设。考虑了初始近似的选择问题,证明了采用简化的非等温流动模型计算初始近似的优越性。给出了解决实际问题的实例,并证明了该算法在中压(约9 MPa)和超高压(约20 MPa)输气管道中对中小泄漏气体的泄漏位置计算精度高。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Identification of low and medium intensity gas leakage location in medium and ultra-high pressure gas pipelines
An efficient method for calculating the location of stationary gas leakage in wells and gas pipelines with medium and ultra-high pressures is presented. An algorithm for constructing the dependence of the compressibility factor of the gas mixture with a predominance of methane in the region of ultra-high pressures based on experimental data of pressure and temperature is proposed. The algorithm for calculating the leakage location is based on the Bellman method of quasi-linearization of nonlinear problems, with an additional hypothesis of the linear dependence of pressure and temperature on the leakage location coordinates used at each iteration. The issue of selecting the initial approximation is considered, and the advantage of calculating the initial approximation using a simplified non-isothermal flow model is justified. Examples of solving practical problems of high interest are given, and the high accuracy of calculating the gas leakage location using the proposed algorithm in gas pipelines with medium pressures (around 9 MPa) and ultra-high pressures (around 20 MPa) for small and medium gas leaks is demonstrated.
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来源期刊
CiteScore
1.30
自引率
50.00%
发文量
10
期刊介绍: The journal is the prime outlet for the findings of scientists from the Faculty of applied mathematics and control processes of St. Petersburg State University. It publishes original contributions in all areas of applied mathematics, computer science and control. Vestnik St. Petersburg University: Applied Mathematics. Computer Science. Control Processes features articles that cover the major areas of applied mathematics, computer science and control.
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