期刊文献+

基于FLAC的疏松砂岩井眼安全钻井周期研究

Research on Safety Drilling Cycle in Unconsolidated Sandstone Reservoir Based on Fast Lagrangian Element Method
下载PDF
导出
摘要 快速拉格朗日元法(FLAC)可以更好计算材料大变形、非线性、物理不稳定性等问题,能在疏松砂岩钻井过程中准确确定安全钻井周期,避免出现缩径、卡钻等事故。结合锦州20-2N油田岩心的实验数据,应用FLAC3D软件,最终得出如下结论:该油田井眼附近体积切应变速率的最大值在最大应力区产生,而体积切应变速率的最小值在与最大应力区成50°处产生;该区块安全钻井周期为30d,可以不考虑蠕变引起的钻井安全周期问题。 Fast Lagrangian Element Method(FLAC) can be better for solving nonlinear problems,large material deformation problems,physical instability problems and so on,it can be used to accurately determine the safety drilling cycle in unconsolidated sandstone reservoirs,to avoid shrinkage,sticking and other accidents.By using the data of core testing in Jinzhou 20-2N Oilfield and application of software FLAC3D,it is finally got that the maximum volume shear rate emerges in the maximum stress area as well as the minimum volume shear rate emerges at a 50-degree angle to the maximum stress area.The ultimate conclusion indicates that the safety drilling period in this block is 30 days,and the safety problem induced by screep is not to be considered.
出处 《长江大学学报(自然科学版)》 CAS 2011年第9期54-56,8,共3页 Journal of Yangtze University(Natural Science Edition)
关键词 安全钻井周期 FLAC 疏松砂岩 体积切应变速率 safety drilling cycle FLAC unconsolidated sandstone volume shear rate
  • 相关文献

参考文献5

二级参考文献13

  • 1王炳印,卢晓峰,曲从峰,邓金根,邹灵战.疏松砂岩储层水平井安全钻井周期数值模拟计算[J].石油钻采工艺,2005,27(3):11-12. 被引量:4
  • 2Chang C T, Moos D, Zoback M D. Anelasticityand Dis - persionin Dry Unconsolidated Sands [ J ]. Int. J. Rock- Mech, &Min. Sc. i1997,34 : 3 - 4.
  • 3Chang C T, Zoback M D. Viscous Rheologyand Stateo Stressin Unconsolidated Sands [ J ]. SPE/ISRMRockMechanicsin Petroleum Engineering, Soc. of Petroleum Eng. , Richardson, TX, 1998:465 - 474.
  • 4John A. Hudson Engineering rock mechanics [ M ]. Redwood Books Press, 1997.
  • 5Rasmus Risnes, Rolf K bratil,Per Horsmd. Sand Stresses Around a Wellbore. SPE 1982-12:883-898.
  • 6Kosloff D, Scott R F. Finite Element Simulation of Wilmington Oil Field Subsidence: I, Linear Modeling: Tectonophysics, 1980a,65:39-68.
  • 7Kosloff D, Scott R F. Finite Element Simulation of Wilmington Oil Field Subsidence: Ⅱ, Nonlinear Modeling:Tectonophysics, 1980b,70:159-183.
  • 8Chang C T, Moos D, Zoback M D. Anelasticity and Dispersion in Dry Unconsolidated Sands. Int. J. Rock Mech, & Min. Sci. 1997,34:3-4.
  • 9Chang C T, Zoback M D. Viscous Rheology and State of Stress in Unconsolidated Sands. SPE/ISRM Rock Mechanics in Petroleum Engineering, Soc. of Petroleum Eng., Richardson, TX., 1998:465-474.
  • 10杨小远.快速拉格朗日元方法在井壁稳定中的应用[J].石油大学学报(自然科学版),1997,21(4):91-93. 被引量:4

共引文献10

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部