• 中文核心期刊
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靖边地区深部砂岩裂缝扩展规律研究

吴岳, 王中原, 陈姿君

吴岳, 王中原, 陈姿君. 靖边地区深部砂岩裂缝扩展规律研究[J]. 煤矿安全, 2019, 50(9): 222-227.
引用本文: 吴岳, 王中原, 陈姿君. 靖边地区深部砂岩裂缝扩展规律研究[J]. 煤矿安全, 2019, 50(9): 222-227.
WU Yue, WANG Zhongyuan, CHEN Zijun. Law of Fracture Expansion of Deep Sandstone in Jingbian Area[J]. Safety in Coal Mines, 2019, 50(9): 222-227.
Citation: WU Yue, WANG Zhongyuan, CHEN Zijun. Law of Fracture Expansion of Deep Sandstone in Jingbian Area[J]. Safety in Coal Mines, 2019, 50(9): 222-227.

靖边地区深部砂岩裂缝扩展规律研究

Law of Fracture Expansion of Deep Sandstone in Jingbian Area

  • 摘要: 为了更好地对深井围岩中的微小裂隙进行注浆封堵,利用ABAQUS数值模拟软件,基于水力压裂理论,以靖边地区深为1 500 m左右的砂岩为例,通过建立水力压裂数值模型,对裂隙的扩展情况进行模拟。结论表明:在地应力、水力压力、弹性模量的影响下,裂隙的扩展具有明显规律性,而天然裂缝对裂隙扩展的影响较小。
    Abstract: To better seal and plug micro fractures in the surrounding rock of deep wells, the numerical simulation software ABAQUS is used to simulate the expansion of fractures by establishing a hydraulic fracturing numerical model for the sandstone about 1 500 m in Jingbian Area based on the hydraulic fracturing theory. The conclusion shows that, under the influence of in-situ stress, hydraulic pressure and elastic modulus, fracture propagation has obvious law, while natural fracture has little effect on fracture propagation.
  • [1] 李蒙奇,张盛.松软破碎煤巷两帮深孔卸压注浆支护技术数值分析[J].煤矿安全,2016,47(2):204-207.
    [2] 杨仁树,薛华俊,何天宇,等.深部大巷破碎围岩注浆支护技术[J].煤矿安全,2015,46(7):105-108.
    [3] 李仲辉,孔德顺,李华.煤矿注浆支护综合应用技术研究[J].山东煤炭科技,2012(2):118-120.
    [4] 秦庆新.鸟山煤矿千米竖井注浆技术应用研究[D].阜新:辽宁工程技术大学,2013.
    [5] 徐磊.深部基岩地面预注浆机理及工程应用研究[D].淮南:安徽理工大学,2013.
    [6] 林英松,周雪,韩帅.煤层气压裂裂缝起裂扩展规律研究[J].煤炭技术,2014,33(4):115-117.
    [7] 彪仿俊,刘合,张劲,等.螺旋射孔条件下地层破裂压力的数值模拟研究[J].中国科学技术大学学报,2011,41(3):219-226.
    [8] 赵金洲,任岚,胡永全.裂缝性地层射孔井破裂压力计算模型[J].石油学报,2012,33(5):841-845.
    [9] 朱义东,张伟,刘伟新,等.地层破裂压力计算模型及分析[J].石油地质与工程,2013,27(2):92-94.
    [10] Perkins T K, Kern L R. Widths of Hydraulic Fractures[J].J Pet Tech, 1961, 13: 937-949.
    [11] Nordren R P. Propagation of a Vertical Hydraulic Fracture[J].SPE J, 1972, 12(8) :306-314.
    [12] 胡晟.岩体水力劈裂建模及其影响因素的数值模拟[D].衡阳:南华大学,2009.
    [13] Geertsma J, De Klerk F. A Rapid Method of Predicting Width and Extent of Hydraulically Induced Fractures[J]. Jet Tech, 1969, 21: 1571-1581.
    [14] Khristianovic S A, Zheltov Y P. Formation of Vertical Fractures by Means of Highly Viscous Liquid[J]. Proceedings of the Fourth World Petroleum Congress Rome, 1955(2): 579-586.
    [15] Zhang Z, Ghassemi A. Simulation of Hydraulic Fracture Propagation Near a Natural Fracture Using Virtual Multidimensional Internal Bonds[J]. Int J Numer Anal Meth Geomech, 2011, 35: 480-495.
    [16] Chen Zuo-rong, Bunger A P, ZhangXi, et al. Cohesive Zone Finite Element Based Modeling of Hydraulic Fractures[J]. Acta Mechanic a Solida Sinica, 2009, 22(5): 444-450.
    [17] Barenblatt G I. The Mathematical Theory of Equilibrium of Cracks in Brittle Fracture[J]. Advances in Applied Mechanics, 1962(7): 55-129.
    [18] Dugdale D S. Yielding of Steel Sheets Containing Slits[J]. Journal of the Mechanics and Physics of Solids,1960, 8(2): 100-104.
    [19] 郑安兴,罗先启,陈振华.基于扩展有限元法的岩体水力劈裂耦合模型[J/OL].岩土力学,2019(2):1-10[2018-07-28].
    [20] 张新海,胡云进.岩体水力劈裂数值模拟研究进展[J].人民黄河,2013,35(2):134-137.
    [21] 杨艳,常晓林,周伟,等.裂隙岩体水力劈裂的颗粒离散元数值模拟[J].四川大学学报(工程科学版),2012,44(5):78-85.
    [22] 吴璠.靖边地区CO2地质封存体的岩石力学特征、地层破裂与裂缝发育区预测[D].西安:西北大学,2015.
    [23] 王维.油页岩水力压裂数值模拟及实验研究[D].长春:吉林大学,2014.
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  • 发布日期:  2019-09-19

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