油气藏评价与开发 ›› 2025, Vol. 15 ›› Issue (6): 1056-1060.doi: 10.13809/j.cnki.cn32-1825/te.2025.06.011

• 油气开发 • 上一篇    下一篇

考虑井间干扰影响的气藏动储量计算新方法研究

藤赛男1(), 李元生2, 王健伟1, 盛志超1, 张莉莉1   

  1. 1.中国石化上海海洋油气分公司勘探开发研究院,上海 200120
    2.中海石油(中国)有限公司上海分公司研究院,上海 200030
  • 收稿日期:2024-11-13 发布日期:2025-10-24 出版日期:2025-12-26
  • 作者简介:藤赛男(1986—),女,硕士,高级工程师,从事天然气开发研究工作。地址:上海市浦东新区商城路1225号,邮政编码:200120。E-mail:tengsn.shhy@sinopec.com
  • 基金资助:
    中国石化综合科研课题“西湖凹陷巨厚气藏描述及开发技术政策研究”(P23056)

Research on a new method for calculating dynamic reserves of gas reservoirs considering inter-well interference

TENG Sainan1(), LI Yuansheng2, WANG Jianwei1, SHENG Zhichao1, ZHANG Lili1   

  1. 1. Research Institute of Exploration and Development, Sinopec Offshore Shanghai Oil & Gas Company, Shanghai 200120, China
    2. Research Institute of Shanghai Company, CNOOC Ltd. , Shanghai 200030, China
  • Received:2024-11-13 Online:2025-10-24 Published:2025-12-26

摘要:

动态储量评估是气藏内部调整与挖潜的关键环节。对于单井生产的气藏,传统物质平衡方法通常以外推单井压力恢复曲线所得到的平均地层压力和累计产气量来计算动态储量;然而多井生产情况下,存在井间干扰,关井压力恢复易呈现先上升后下降的异常特征,导致准确获取地层平均压力困难,因此采用物质平衡方法预测的动储量可能出现较大的偏差。为了更准确地评估存在井间干扰时的动储量,引入井间干扰系数,通过矩形定容边界多井均匀分布时的单井拟稳态产能方程与气藏物质平衡方程耦合,得到了利用单井流压、产气量及气藏累计产气量计算动储量的新方法,绘制了单井单位产气量下拟压力差与总物质平衡时间的关系曲线,曲线斜率倒数即为动储量。通过给定初始动储量,利用关系曲线不断迭代试算动储量,当二者误差足够小时动储量即为所求。实例应用表明:存在井间干扰时,新方法计算动储量时只需要单井流压、产气量和气藏累计产气量,无需关井测压,比物质平衡方法具备更强的适用性,计算的动储量比物质平衡法精度提升12.6%,更符合生产实际。同时新方法利用任意连通的2口井生产数据计算的动储量是相同的,以此可以判断井间连通性。研究成果对提高存在井间干扰时的动储量计算精度、判断井间连通性具备较强的应用价值。

关键词: 井间干扰, 动储量, 拟稳态产能方程, 物质平衡方法, 井间连通性

Abstract:

Dynamic reserve evaluation is a critical step for reservoir internal adjustment and potential development. For gas reservoirs with single-well production, the traditional material balance method is commonly used. In this method, dynamic reserves are calculated using the average formation pressure and cumulative gas production obtained by extrapolating single-well pressure buildup curves. However, in multi-well production scenarios, inter-well interference exists, and pressure buildup after shut-in often exhibits an abnormal trend of rising first and then declining, making it difficult to accurately determine the average formation pressure. As a result, dynamic reserves predicted by the material balance method may have significant errors. To more accurately evaluate dynamic reserves under inter-well interference conditions, an inter-well interference coefficient was introduced. By coupling the pseudo-steady-state productivity equation of a single well within a rectangular boundary of constant volume (with evenly distributed wells) with the material balance equation, a new method for calculating dynamic reserves was developed using only single-well flowing bottom-hole pressure, gas production rate, and cumulative gas production. Relationship curves were plotted between the pseudo-pressure difference per unit gas production of a single well and the total material balance time, where the inverse of the curve slope represented the dynamic reserves. Given an initial estimate of dynamic reserves, iterative calculations were performed using the curves, and the resulting reserve value was obtained until the error between the calculated and estimated values was sufficiently small. Case studies demonstrated that under inter-well interference conditions, the new method only required single-well flowing pressure, production rate, and reservoir cumulative gas production, without the need for shut-in pressure measurements, showing stronger applicability than the traditional material balance method. It improved calculation accuracy by 12.6% and better aligned with actual production conditions. Additionally, the new method yielded consistent dynamic reserve values when applied to any two connected wells, enabling the determination of inter-well connectivity. The research findings hold significant practical value for improving dynamic reserve calculation accuracy and assessing well connectivity under inter-well interference conditions.

Key words: inter-well interference, dynamic reserves, pseudo-steady-state productivity equation, material balance method, inter-well connectivity

中图分类号: 

  • TE328