工程师的三难选择:扭矩和阻力模型的使用和限制

Robello Samuel
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引用次数: 0

摘要

多年来,石油行业一直在使用不同的方法来计算扭矩和阻力。在制定这些模型时使用了各种假设。对于哪种模型更好,以及这些假设是否有效,人们的意见常常是不同的。本文讨论了一个工程师的三难选择。软弦模型与硬弦模型基于最小曲率的测量计算方法弹壳打开后出现和消失的弯曲。由于各种潜在的假设,经常进行摩擦系数校准以使计算结果与实际结果相匹配。由于阻力的变化,这导致了错误的结论,但相反,这可能是由于假设的恶化。介绍了钻柱模型、井眼曲率、出现和消失弯曲的缺陷及其与相关井工程计算的关系。数学基础提供了所有的三难选择的考虑。结果表明,大尺寸管柱在直井中非常柔软,而小尺寸管柱在严重弯曲的井中非常坚硬,更适合刚性管柱模型。结果还证实,当管柱较细、井筒曲率较低、间隙较大时,软管柱模型是更好的选择。已经观察到,当使用最小曲率法时,弯矩的缺失或不连续会导致力,扭矩和应力的低估。这种消失的弯曲度改变了表观井眼轨迹,而代表套管井轨迹的新弯曲度可能会出现新的表观弯曲度,并导致扭矩和阻力计算的高估或低估。为了准确地估计阻力,应考虑刚度、井眼形状及其间隙。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Engineers’ Trilemma: Use and Limitation of Torque and Drag Models
Different methods to calculate torque and drag have been used by the oil industry for years. Various assumptions are used in formulating these models. Opinions have often varied as to which model is better and whether the assumptions are valid. This paper discusses the trilemma considerations for an engineer 1. Soft string model vs stiff string model 2. Survey calculation method based on minimum curvature 3. Appearing and vanishing tortuosities after the casings have been run. Because of various underlying assumptions, the friction factor calibration is done often to match the calculated results with the actual results. This results in a wrong conclusion due to the change in the drag forces but on the contrary, it may be due to the exacerbation of the assumptions. The paper presents the pitfalls of the drillstring models, borehole curvature, appearing and vanishing tortuosities and their relationship with related well engineering calculations. Mathematical underpinnings are provided for all the trilemma considerations. Results demonstrate that a string with a large-size section can be very soft in a straight wellbore, and a string with small-size section can be very stiff in a wellbore with severe tortuosity, which is better fit for a stiff string model. Results also confirm that the soft string model is a better choice when the string is slimmer, the wellbore is in a lower curvature shape, and the clearance is larger. It has been observed that the absence or the discontinuity of bending moment results in the underestimate of forces, torque, and stresses when the minimum curvature method is used. This vanishing tortuosity alters the apparent wellpath and the new tortuosity representative of the cased hole path may present new appearing tortuosity and results in over and under estimation of the torque and drag calculations. To accurately estimate the drag force, the stiffness, as well as the wellbore shape and its clearance, should be considered.
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