4/6/2025, 5:17:12 PM 星期日
钻井液旋转粘度测试中双圆筒力矩分析
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作者单位:

1.西安交通大学航天航空学院,陕西 西安 710049;2.中国地质科学院探矿工艺研究所,四川 成都 611734

中图分类号:

P634.3+6;TE927


Analysis of drilling fluid rotational viscosity tests subjected to double cylinder moments
Author:
Affiliation:

1.School of Aerospace Engineering, Xi’an Jiaotong University, Xi’anShaanxi710049, China;2.Institute of Exploration Technology, CAGS, ChengduSichuan611734, China

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    摘要:

    流体的粘度能够直接反映不同流体的特性,其测量对于鉴定流体质量及确定其使用方向具有十分重要的意义。在钻探工作中钻井液粘度的变化会影响润滑油功能的实现,以粘度作为钻井液选用的依据,对钻井液粘度的测量就显得尤为重要。然而对于传统的旋转式粘度仪,由于内筒下表面所产生的附加力矩也同时作用在弹簧上,因此计算出液体作用在整个内筒上的摩擦力矩偏大,且底部平底面上各点的速度梯度及剪切应力均不相同,问题较为复杂。本文在传统的旋转式圆筒粘度计结构的基础上,对计算原理进行了改进补充,并通过采用有限元软件分析双圆柱绕流的流动特性,仿真结果与理论分析相一致,验证了推导公式的合理性。应用于钻井液在完整地层中的流动特性,可为进一步研究钻井液在破碎地层中的剪切应力提供基础,为预防孔内事故提供支撑。

    Abstract:

    The viscosity of fluids can directly reflect the characteristics of different fluids, and its measurement is of great significance in identifying the quality of fluids and determining their direction of use. For example, the change of drilling fluid viscosity will affect the realization of lubricating oil function, and the viscosity parameter as a basis for the selection of the drilling fluid is particularly critical for the measurement of the viscosity of the drilling fluid. However, in the traditional rotary viscometer, the friction moment of the liquid acting on the whole inner cylinder is calculated to be large because the additional moment generated in the lower plane of the inner cylinder also acts on the spring at the same time, and the velocity gradient and shear stress at each point on the bottom flat surface are different, which makes the problem more complicated. In this paper, based on the traditional rotating cylinder viscometer structure, the calculation principle is improved and supplemented, and by using finite element software to analyze the flow characteristics of the double cylindrical winding flow, the simulation results are consistent with the theoretical analysis, which verifies the reasonableness of the derived formula. Applied to the flow characteristics of drilling fluid in intact formation, it can provide a basis for further research on the shear stress of drilling fluid in fractured formation, and provide support for the prevention of in-hole accidents.

    参考文献
    [1] 孙金声,蒋官澄.钻井工程“血液”——钻完井液技术的发展现状与趋势[J].前瞻科技,2023,2(2):62-74.
    [2] 李中.中国海油油气井工程数字化和智能化新进展与展望[J].石油钻探技术,2022,50(2):1-8.
    [3] 刘日淦.钻井液常见污染问题及处理策略探究[J].石化技术,2024,31(7):332-334.
    [4] 庞少聪,安玉秀,马京缘.近十年国内钻井液降粘剂研究进展[J].钻探工程,2022,49(1):96-103.
    [5] 韩银府,王正良,徐鹏.一种钻井液润滑剂的制备及其性能评价[J].化学工程师,2024,38(7):9-12.
    [6] 马旭.膨润土粒径及浓度对钻井液流变性能的影响研究[J].西部探矿工程,2023,35(7):110-112,119.
    [7] 刘晓栋,刘涛.钻井液高温流变性能测试仪器与测试方法[J].钻井液与完井液,2021,38(3):280-284.
    [8] 卢齐,庞东晓,聂秋露.提高钻井液粘度在线测量精度的标准化措施探索[J].标准科学,2023(S2):198-205.
    [9] 赵建刚,王雪竹,石凯,等.高温高压钻井液流变仪应用[J].钻探工程,2023,50(S1):449-455.
    [10] 赵建刚,王雪竹,石凯,等.高温高压钻井液性能测试仪器简介[J].地质装备,2022,23(5):8-12.
    [11] 王志祥,李之军,韩庆,等.卡森模式流变参数的合理表达及公式推导分析[J].四川地质学报,2022,42(S1):13-17.
    [12] Taylor G. I. Stability of a Viscous Liquid Contained between Two Rotating Cylinders[J]. Mathematical, Physical and Engineering Sciences, 1923,102(718):541-542.
    [13] Meyer-Spasche R, Keller H B. Computations of the axisymmetric flow between rotating cylinders[J].Journal of Computational Physics, 1980,35(1):100-109.
    [14] Cliffe, K,A. Numerical calculations of two-cell and single-cell Taylor flows[J]. Journal of Fluid Mechanics, 1983,135(-1): 219-229.
    [15] Fasel H, Booz O. Numerical investigation of supercritical Taylor-Vortex Flow for a wide gap[J]. Journal of Fluid Mechanics, 1984,138(-1):21-52.
    [16] Snyder H A. Waveforms in rotating Couette flow[J].International Journal of Non-Linear Mechanics, 1970,5(4):659-685.
    [17] Kirchgässner K, Sorger P. Branching analysis for the Taylor problem[J].Quarterly Journal of Mechanics & Applied Mathematics, 1970,28(2):2-6.
    [18] Lizuka A, Yatomi C, Yashima A, et al. The effect of stress induced anisotropy on shear band formation[J].Archive of Applied Mechanics, 1992,62(2):104-114.
    [19] 张启辉,赵锡宏.主应力轴旋转对剪切带形成的影响分析[J].岩土力学,2000,20(1):32-35.
    [20] 潘华,陈国兴.动态围压下空心圆柱扭剪仪模拟主应力轴旋转应力路径能力分析[J].岩土力学,2011,32(6):1701-1706,1712.
    [21] 张斌龙,王大雁,马巍,等.主应力轴旋转条件下冻结黏土累积塑性应变与临界动应力特性研究[J].岩土工程学报, 2023,45(3):551-560.
    [22] 董志华,高彦斌.主应力轴旋转情况下土的各向异性研究进展[J].西北地震学报,2011,33(S1):10-14,20.
    [23] 董志华,张静.主应力轴旋转情况下土的各向异性理论研究进展[J].洛阳理工学院学报(自然科学版),2011,21(2):29-31,67.
    [24] 张因,厚美瑛.“简单”复杂流体中发现暂态剪切带[J].物理,2010,39(7):489.
    [25] Coutanceau M. Confined creeping flow around an axisymmetric body: increase of the shape effect by a tube wall[J]. Fluid Dynamics Research, 1987,2(3):153-174.
    [26] Volobuev A N, Petrov E S. Application of Hypothesis of Replacement at the Analysis of a Slow Flow of a Body by a Viscous Fluid[J]. ENGINEERING, 2011,3(6):632-638.
    [27] Kotsev T, Vassilev V M, Nikolov S G, et al. Viscous flow around spherical particles in different arrangements[C]//Fluid Dynamics Research, 2018:03008.
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引用本文

李月,江欣.钻井液旋转粘度测试中双圆筒力矩分析[J].钻探工程,2024,51(S1):96-103.
LI Yue, JIANG Xin. Analysis of drilling fluid rotational viscosity tests subjected to double cylinder moments[J]. Drilling Engineering, 2024,51(S1):96-103.

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  • 收稿日期:2024-07-31
  • 最后修改日期:2024-08-06
  • 录用日期:2024-08-13
  • 在线发布日期: 2024-11-08
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