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首页> 外文期刊>International journal of petroleum science and technology >CFD Calculations of Cuttings Transport through Drilling Annuli at Various Angles
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CFD Calculations of Cuttings Transport through Drilling Annuli at Various Angles

机译:不同角度钻探环空钻屑的CFD计算

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Efficient transportation of cuttings is a vital factor for a good drilling program. Cutting transport in annulus is a complex problem that is affected by numerous parameters. Predicting effective cuttings transport requires all of these parameters to be considered simultaneously. To better understand the effects of some of the parameters affecting the cutting transportation, Reynolds-Averaged Navier-Stokes or k-epsilon turbulent model, the Navier-Stokes equations, the continuity equation and the power law of non-Newtonian viscosity model were adopted to establish the mathematical model of the cutting transport process in the annulus of the well. The constants of the power law model were evaluated experimentally for three different mud types. The CFD simulation to solve the governing equations was carried out by using ANSYS (FLUEN T) commercial code. A combination of hole-drill pipe annulus section was simulated and a model called "Discrete phase model" was used to observe the transportation of cuttings in the annulus. CFD computations were conducted to determine the effects of annular flow behavior, drilling fluid shear thinning behavior, cutting size and shape on cutting transportation in various orientation of a well bore. In directional drilling, where an eccentric annulus is often used, there is tendency for the cuttings to accumulate in the narrowest gap where the velocity is lowest. Since turbulence tends to suppress such accumulation, knowledge of the velocity profiles in the annulus are essential in the design and operation of these drills. This work evaluates the performance of the numerical method used, comparing the results obtained with those in other reported works, aiming to validate the simulation strategy by the interpolation routines as well as the couplings algorithms adopted.
机译:高效的钻屑运输对于良好的钻井计划至关重要。环形空间中的切削运输是一个复杂的问题,受许多参数影响。预测有效的碎屑运输要求同时考虑所有这些参数。为了更好地理解某些参数对切削运输的影响,采用雷诺平均纳维-斯托克斯或k-ε湍流模型,纳维-斯托克斯方程,连续性方程和非牛顿粘度模型的幂定律。建立油井环空切割输送过程的数学模型。针对三种不同的泥浆类型,通过实验评估了幂律模型的常数。使用ANSYS(FLUEN T)商业代码进行了求解控制方程的CFD仿真。模拟了钻孔管环空段的组合,并使用称为“离散相模型”的模型来观察岩屑在环空中的传输。进行CFD计算以确定环形流动特性,钻井液剪切稀化特性,切削尺寸和形状对井筒不同方向的切削运输的影响。在定向钻井中,通常使用偏心环,钻屑倾向于聚集在速度最低的最窄缝隙中。由于湍流趋于抑制这种积聚,因此了解环空中的速度分布对于这些钻头的设计和操作至关重要。这项工作评估了所用数值方法的性能,将所得结果与其他已报道的结果进行了比较,旨在通过插值例程以及采用的耦合算法来验证仿真策略。

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