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Implementation of Time Splitting Projection Method in water hammer modeling in deformable pipes

机译:时间分解投影方法在可变形管道水锤建模中的实现

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In this paper Time Splitting Projection Method (TSPM) has been implemented to model transient flow in a deformable pipe. In addition a quasi-steady model and the Brunone unsteady model have been incorporated into the algorithm to consider the effect of static and dynamic friction on the shape and attenuation of pressure waves. The deformation of the cross section of the pipe due to the change of pressure has been considered using Hooke's Law of elasticity. Numerical results of the model have been compared with a simple analytical test and results of experimental measurements for water hammer problem with different Reynolds numbers in a simple pipeline system; besides, numerical stability analysis has been done to ensure that the behavior of the model is stable; Moreover, the accuracy of the model has been evaluated using L2 relative error norm. The results confirm that although TSPM has been used widely for incompressible phenomena, this semi-implicit method can model compressible flow equations of transient flow in closed conduits with high efficiency and proper stability.
机译:在本文中,已经实现了时间分裂投影方法(TSPM),以对可变形管道中的瞬态流动进行建模。另外,将准稳态模型和Brunone非稳态模型合并到算法中,以考虑静摩擦和动摩擦对压力波的形状和衰减的影响。已经使用胡克弹性定律考虑了由于压力变化引起的管道横截面的变形。该模型的数值结果已经与简单的分析测试进行了比较,并在简单的管道系统中对不同雷诺数的水锤问题进行了实验测量。此外,还进行了数值稳定性分析以确保模型的行为稳定。此外,已使用L2相对误差范数评估了模型的准确性。结果证实,尽管TSPM已被广泛用于不可压缩的现象,但这种半隐式方法可以高效且适当地对封闭管道中瞬态流动的可压缩流动方程进行建模。

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