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Cfd simulation study on the effect of leak size towards oil leakage from submarine pipelines

机译:CFFD模拟研究泄漏尺寸对海底管道漏油的影响

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摘要

This paper presents Computational fluid dynamic (CFD) studies on leak size effect towards the time taken for migration of oil droplets to reach free surface upon leakage. The size of the leakage hole (d) is a variable ranging from 0.1 m to 0.3 m with increment of 0.1m whereas the other parameter is fixed. A computational rectangular domain with length of 20m and height of 15m was simulated in Gambit 2.4. The length of computational domain is large enough, which is larger than the longest horizontal distance the oil droplets migrate when they reach the sea surface. In the Gambit 2.4, the time taken for the oil droplets to reach free surface was observed by varying the leak size; d1=0.1m, d2= 0.2m and d3=0.3m respectively. . The outer diameter (D) of damaged submarine pipeline is 0.5 m. The mesh was generated and exported to Fluent. Using the formulas we can obtain when and where to see oil reaching the sea surface, and conduct rapid response the maximum horizontal migration distance of oil at certain time is predicted, and a forecasting model is proposed. These calculated results will provide useful guidance to place the oil containment boom. Results were observed at 1000 number of time steps (iterations) with a step size of 0.1s. For the leak size 0.1m, the time taken for the oil to reach the free surface is 64s. For leak size 0.2m, , the time taken for the oil to reach the free surface had decrease to 55s. On the other hand, for the large leak size 0.3m, time taken for the oil to reach the free surface had decreased to 52s. As the conclusion, the leak size of pipeline can affects the time taken for oil to reach free surface upon leakage in pipeline
机译:本文介绍了计算流体力学(CFD),研究了泄漏尺寸对泄漏时油滴迁移到自由表面所需时间的影响。泄漏孔(d)的大小在0.1 m至0.3 m范围内变化,增量为0.1m,而其他参数是固定的。在Gambit 2.4中模拟了长度为20m,高度为15m的计算矩形域。计算域的长度足够大,该长度大于油滴到达海面时迁移的最长水平距离。在Gambit 2.4中,通过改变泄漏尺寸可以观察到油滴到达自由表面所需的时间。 d1 = 0.1m,d2 = 0.2m和d3 = 0.3m。 。损坏的海底管道的外径(D)为0.5 m。网格已生成并导出到Fluent。利用这些公式,我们可以得到何时何地看到油到达海面,并进行快速响应,从而预测出某一时刻油的最大水平运移距离,并提出了一种预测模型。这些计算结果将为放置围油栏提供有用的指导。在1000个时间步长(迭代)中观察到结果,步长为0.1s。对于0.1m的泄漏,油到达自由表面所需的时间为64s。对于0.2m的泄漏,油到达自由表面所需的时间减少到55s。另一方面,对于0.3m的大泄漏,油到达自由表面所需的时间减少到52s。结论是,管道泄漏的大小会影响管道泄漏时油到达自由表面所需的时间。

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    Mahadi Bahari;

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  • 年度 2014
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