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Mathematical modeling and simulation of pigging operation in gas and liquid pipelines

机译:天然气和液体管道清管操作的数学建模和仿真

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摘要

The pigging operation is a common practice in the petroleum and gas industry. Pigging flow lines is employed for many reasons including cleaning deposits such as wax layers, the removal of liquids and condensate, the separation of products pumped one after the other in the same pipeline, measurement, and control and flow line inspection. In this paper, the mathematical modeling of the transient motion of a pig through liquid and gas pipelines is presented. For this purpose, the fluid flow equations were combined with a linear momentum equation for the pig. The nonlinear equations are solved under an unsteady state condition by the method of characteristics (MOC) with a regular rectangular grid through the pipeline under appropriate initial and boundary conditions. From this simulation, the pig position, optimum flow rate in upstream flow and the time that the pig reaches the end of the pipeline are obtained. Comparison of the simulation results with the field data of liquid flow through the pipeline from KG to AG located in Iran show that the derived mathematical models are effective for the prediction of position and pig velocity under the given operational conditions of a pipeline. Similar results are also obtained for gas flow through the pipeline from Nar-1 to Nar-2 located in Iran, in comparison with the field data.
机译:清管操作是石油和天然气工业中的常见做法。采用清管流水线的原因有很多,包括清洁沉积物(例如蜡层),去除液体和冷凝物,在同一管道中一个接一个的泵送产品的分离,测量以及控制和流水线检查。本文提出了猪通过液体和气体管道的瞬态运动的数学模型。为此,将清管的流体流动方程式与线性动量方程式组合在一起。非线性方程是在非稳态条件下通过特性(MOC)方法求解的,其中规则矩形网格在适当的初始和边界条件下通过管道。通过此模拟,可以获得清管器位置,上游流中的最佳流速以及清管器到达管道末端的时间。将模拟结果与从伊朗KG到AG的管道中液体流动的现场数据进行比较表明,在给定的操作条件下,得出的数学模型对于预测位置和清管器速度是有效的。与现场数据相比,从位于伊朗的Nar-1到Nar-2的管道通过的天然气流量也获得了类似的结果。

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