深层致密储层人工缝网复杂程度研究及相关性分析
Complexity Study and Correlation Analysis of Artificial Fracture Networks in Deep Tight Reservoirs
DOI: 10.12677/jogt.2025.473036, PDF,   
作者: 包小龙, 唐 毅, 丁玲玲:成都理工大学能源学院,四川 成都
关键词: 深层致密储层水力压裂G函数Deep Tight Reservoir Hydraulic Fracturing G-Function
摘要: 针对非常规储层的改造,常常采用体积压裂工艺,压裂后人工缝网的形态是体积压裂工艺是否成功的重要体现,针对深部储层压裂后人工缝网复杂程度评价技术难度大、成本高的问题,本文以大北区块30口井为研究对象,对压裂施工曲线的停泵段进行G函数解释,将人工缝形态总结为3种G函数图版,并将G函数的特征值与压后产能进行相关性分析。结果表明:大北区块的人工缝网形态可分为简单裂缝、少量沟通天然裂缝以及复杂缝网三类,G函数特征值与天然裂缝沟通程度呈现正相关关系。G函数特征值与压后产量相关性强,而与无阻流量相关性弱。基于现场压裂施工曲线的停泵段进行裂缝诊断,结合文中所得出的图版,为现场裂缝形态的诊断提供参考。
Abstract: For unconventional reservoir stimulation, volume fracturing technology is commonly used, and the morphology of the artificial fracture network after fracturing is a key indicator of the technique’s success. To tackle the challenges of high technical difficulty and cost associated with evaluating the complexity of hydraulic fractures in deep reservoirs, this study focuses on 30 wells in the Dabei Block. The shut-in segments of the fracturing treatment curves were analyzed using G-function analysis. The artificial fracture morphologies were classified into three G-function templates, and a correlation analysis was conducted between the characteristic values of the G-function and post-fracturing productivity. The results reveal that the artificial fracture networks in the Dabei Block can be categorized into three types: simple fractures, limited activation of natural fractures, and complex fracture networks. The characteristic values of the G-function show a positive correlation with the degree of natural fracture interaction. Furthermore, these values demonstrate a strong correlation with post-fracturing production but a weak correlation with open-flow potential. By diagnosing fracture morphology based on the shut-in segments of field fracturing curves and using the proposed templates, this study provides a practical reference for on-site fracture characterization.
文章引用:包小龙, 唐毅, 丁玲玲. 深层致密储层人工缝网复杂程度研究及相关性分析[J]. 石油天然气学报, 2025, 47(3): 322-329. https://doi.org/10.12677/jogt.2025.473036

参考文献

[1] Nolte, K.G. and Smith, M.B. (1981) Interpretation of Fracturing Pressures. Journal of Petroleum Technology, 33, 1767-1775. [Google Scholar] [CrossRef
[2] 唐莉. 压裂井裂缝闭合前G函数分析方法研究[J]. 中国石油和化工, 2016(S1): 245-246.
[3] 张旭东, 陈勉, 张国强, 等. 小型压裂压降分析新方法及其应用[J]. 江汉石油学院学报, 2002(4): 90-91+1.
[4] 郭建春, 赵金洲, 敖西川. 压裂压力递减分析三维模型与应用[J]. 天然气工业, 2003(2): 72-74+5.
[5] 王玉普, 孙丽, 张士诚, 等. 裂缝性地层压降曲线分析方法及其应用[J]. 石油大学学报(自然科学版), 2004(1): 55-57+140-141.
[6] 肖阳, 刘守昱, 何永志, 等. 致密砂岩裂缝性气藏缝网压裂裂缝复杂程度评价方法[J]. 特种油气藏, 2022, 29(2): 157-163.
[7] 崔光锋, 杨永超, 邢永明. Nolte基本分析方法及讨论[J]. 断块油气田, 2003(4): 40-43+91.
[8] 曾博, 王莉, 张晓伟. 小型压裂测试分析方法在页岩气开发中的应用[J]. 科学技术与工程, 2014, 14(8): 151-155.
[9] 路峥. 基于储层特征分析的雁63区块压裂工艺设计优化与后评估研究[D]: [硕士学位论文]. 东营: 中国石油大学(华东), 2018.
[10] 黄琼冰, 鹿天柱, 寇永强, 等. 小型压裂技术的应用 [J]. 油气井测试, 1998(2): 59-63+78.