Well Testing Analysis and Interpretation in Low Permeability Reservoirs: Theory and Applications for Tight Oil Reservoirs in Peruvian Northwest Fields

V. Huerta, Christopher Villafuerte, Daniel Alarcon
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Abstract

This study shows the technical principles and methodology to design, execute, as well as do a reasonable analysis and interpretation of well tests in siliciclastic tight sands; Instead, Mini-fall-off pressure tests are the best alternative to assess earth-mechanical properties, to identify flow regimes (linear from radial), estimate reservoir pressure and effective permeability, and eventually, to calculate post-frac system permeability. In addition, rate transient analysis (RTA) incorporates dynamic surveillance data (pressure and production) to build a model allowing identifying boundary effects and predicting production performance with few history data. "G" function and After Closure Analysis (ACA) are used to estimate effective permeability and reservoir pressure, using surface pressure data from Mini-fall off test converted to bottomhole conditions. Then, pressure dynamic analysis is followed by using production data and wellhead pressure monitoring, with a "good-match" VLP correlation; Fetkovich's, Agarwal's and Blasingame's plots are prepared for a sound diagnostic to identify early time features (presence of micro-fractures, unusual wellbore storage, variable skin effect, flow regimes of hydraulic fracturing), verify reservoir model, and distinguish boundary effects such as: non-flow limit, presence of faults, barriers and lateral changes in reservoir properties. Finally, a type curve is prepared to forecast oil rates based on a prediction of wellhead pressure performance during lifetime. In general terms, mini-fall off tests allowed estimating reservoir properties of tight sandstones of Mogollón and Pariñas formation. With a reasonable degree of accuracy. Originally or partially depleted pressure conditions were able to be measured, as well as effective permeability estimations below 1 mD. In addition, half-lengths in between 70' and 100' were detected in most of the hydraulic fracturing jobs. On the other hand, in some cases, a micro-natural fractured system was identified during an early-time regime by a computer-aided-RTA-model with a reasonable match of Fetkovich's and Blasingame's plots. This behavior explains the high productivity indexes and initial rates founded in some hydraulic fracturing jobs, such as the case of well 3 on Peña Negra field; The RTA model shows an accurate history match (95%) after a two-year production phase. This methodology proposes the integration of mini-fall off tests to test and account for reservoir properties and rate transient analysis, to identify reservoir boundaries while monitoring production performance. The methodology incorporates and adapt the following techniques to low permeability reservoirs: "G" function and After Closure Analysis (ACA) to estimate effective permeability and reservoir pressureFetkovich's and Blasingame's plots to identify early-time featuresBlasingame's plot to model hydraulic fracturing features (half-length and width, Fc) and figure out boundary effects (faults, no-flow boundaries, etc.Type curves to predict production performance and estimate technical recoverable volumes.
低渗透油藏试井分析与解释:秘鲁西北油田致密油油藏理论与应用
介绍了硅塑性致密砂岩试井设计、实施、合理分析和解释的技术原则和方法;相反,迷你降落压力测试是评估土力学特性、确定流动状态(线性或径向)、估计储层压力和有效渗透率,并最终计算压裂后系统渗透率的最佳选择。此外,速率瞬态分析(RTA)结合了动态监测数据(压力和产量),建立了一个模型,可以在很少的历史数据的情况下识别边界效应并预测生产动态。“G”函数和关闭后分析(ACA)用于估计有效渗透率和储层压力,将Mini-fall测试的地面压力数据转换为井底条件。然后,利用生产数据和井口压力监测进行压力动态分析,获得“良好匹配”的VLP相关性;Fetkovich、Agarwal和Blasingame的图是为识别早期特征(微裂缝的存在、不寻常的井筒储存、变表皮效应、水力压裂的流动状态)、验证储层模型和区分边界效应(如非流动限制、断层的存在、屏障和储层性质的横向变化)而准备的。最后,根据井口压力在整个生命周期内的变化情况,绘制出预测产油速率的类型曲线。一般来说,微脱落试验可以估计Mogollón和Pariñas地层致密砂岩的储层性质。以合理的准确度。能够测量原始或部分枯竭压力情况,以及低于1 mD的有效渗透率估计。此外,在大多数水力压裂作业中,可以检测到70'到100'之间的半长。另一方面,在某些情况下,通过计算机辅助rta模型识别出早期的微自然裂缝系统,该模型与Fetkovich和Blasingame的情节相匹配。这一特性解释了在一些水力压裂作业中,例如Peña Negra油田的3号井的高产能指标和初始速率;经过两年的生产阶段,RTA模型显示了准确的历史匹配(95%)。该方法提出了集成微脱落测试,以测试和考虑储层性质和速率瞬态分析,在监测生产动态的同时识别储层边界。该方法结合并调整了以下技术以适应低渗透油藏:“G”函数和After Closure Analysis (ACA)用于估计有效渗透率和储层压力;fetkovich和Blasingame图用于识别早期特征;Blasingame图用于模拟水力压裂特征(半长和半宽,Fc)并计算边界效应(断层,无流边界等);类型曲线用于预测生产动态和估计技术可采体积。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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