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Numerical study on cuttings transport in vertical wells with eccentric drillpipe

机译:偏心钻杆垂直井钻屑运移的数值研究

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In this paper, hydrodynamic of drilling mud and cuttings in a vertical well has been studied numerically. For solid-liquid two-phase flow simulation, the mixture model including continuity and momentum equations was used. To describe the rheological behavior of drilling mud, Herschel Bulky model was implemented. Then, a numerical code was developed to calculate flow field parameters (i.e. liquid phase velocity components, solid phase volume fraction, and solid phase velocity components in the annulus) and pressure drop. The results have been compared with available data in the literature and good agreement was found. Moving mud at entrance of the annulus and developed flow length were studied and pressure drop was calculated. Annular flow velocities in this study varied from 0.4 to 1.4 m/s. Then the effects of velocity, fluid type, pipe rotation, drilling cuttings and eccentricity on pressure drop were investigated. The pressure drop in the annulus increased while eccentricity and rotation of drill pipe increased. Rotation of the drill pipe shifts maximum fluid velocity location toward camel space of the concentric annulus. After ensuring the accuracy of the simulation, the effects of drilling mud type, mud axial velocity, drilling rotation, fluid density and cuttings size on cuttings transport were studied. Finally, mud capacity for keeping cuttings was calculated in stasis. Then, with considering shape factor for cuttings, the velocity profile of cuttings, the mud capacity of the drilling flow and slip velocity were calculated. Slip velocity profile of cuttings in the annulus increased as cutting size increased. This indicates that cutting transport in the annulus enhances as velocity, mud density, viscosity and rotation of drill pipe increase. Eccentricity and cutting size have a negative effect on cutting transport. (C) 2015 Elsevier B.V. All rights reserved.
机译:本文对竖井中钻探泥浆和钻屑的水动力进行了数值研究。对于固液两相流模拟,使用了包含连续性和动量方程的混合模型。为了描述钻探泥浆的流变行为,采用了Herschel Bulky模型。然后,开发了一个数字代码以计算流场参数(即环空中的液相速度分量,固相体积分数和固相速度分量)和压降。将结果与文献中的可用数据进行了比较,并发现了很好的一致性。研究了环空入口处的活动泥浆和流动长度,并计算了压降。这项研究中的环形流速从0.4到1.4 m / s不等。然后研究了速度,流体类型,管道旋转,钻屑和偏心率对压降的影响。当钻杆的偏心率和旋转增加时,环空中的压降增加。钻杆的旋转将最大流体速度位置移向同心环的骆驼空间。在确保模拟的准确性之后,研究了钻探泥浆类型,泥浆轴向速度,钻探旋转,流体密度和钻屑尺寸对钻屑运移的影响。最终,计算出泥浆保持淤积的能力。然后,考虑到钻屑的形状因素,计算出钻屑的速度分布,钻井液的泥浆容量和滑移速度。随着切割尺寸的增加,环空中的钻屑滑移速度曲线也增加。这表明随着速度,泥浆密度,黏度和钻杆旋转的增加,环空中的切削运输也增加了。偏心距和切削尺寸会对切削运输产生负面影响。 (C)2015 Elsevier B.V.保留所有权利。

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