基于集成卡尔曼滤波的电缆地层测试实时监测与解释

H. Elshahawi, A. Filippov
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引用次数: 0

摘要

集成卡尔曼滤波(EnKF)算法是一种基于模型预测值与实测数据的差异来优化模型参数的简便有效的方法。近二十年来,EnKF在储层模拟数据同化方面取得了很大进展。需要进行数据同化的一个典型例子是历史匹配——调整模型变量以考虑速率、压力、饱和度和其他变量的观测结果的过程。相比之下,对其他工作流程(如钻井、生产、流动保证和试井)的流动模型优化的关注要少得多。本文的目的是提供两个应用EnKF对传感器产生的数据进行实时量化的例子。这些例子包括对产量下降曲线的分析和用于评估基质渗透率的层压传感器数据,以及在地层测试器取样过程中处理多通道光学信号以监测碳氢化合物流体样品的清除情况。此外,还讨论了如何将EnKF算法成功应用于从多通道光密度传感器获得的分段多通道传感器现场数据,这些数据显示了在地层测试取样站从油基泥浆(OBM)滤液逐渐过渡到天然地层流体。采用简单的代数代理模型,预测了地层测试器取样过程中油液体积分数随时间的递减规律。为了实现和测试该算法,开发了一个概念验证的MATLAB代码。合成(模拟)压力流量数据用于生产下降情况,而来自8通道光学传感器的实际现场数据用于地层测试情况。在50到60种模型参数组合中进行模型运行,这些模型参数在初始步骤中围绕最佳猜测值正态分布。在这两种情况下,只需算法的两到三次迭代就足以获得匹配参数的值。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Real-Time Monitoring and Interpretation of Wireline Formation Testing Using Ensemble Kalman Filter
The ensemble Kalman filter (EnKF) algorithm is an elegant and effective method to optimize model parameters based on differences with predictions of model and measurement data. Great progress has been accomplished using EnKF for data assimilation within reservoir modeling during the last two decades. A typical example where data assimilation is necessary is history matching—the process of adjusting the model variables to account for observations of rates, pressure, saturations, and other variables. In contrast, much less attention has been given to flow model optimization for other workflows, such as drilling, production, flow assurance, and well testing. Providing two examples of applying the EnKF for real-time quantification of sensor-generated data is the aim of this paper. These examples include the analysis of the declining production curve and zonal pressure sensor data for evaluating matrix permeabilities and processing the multichannel optical to monitor the cleanup of hydrocarbon fluid samples during formation-tester sampling. Additionally, how the EnKF algorithm can be successfully applied to segmented multichannel sensor field data obtained from multichannel optical density sensors exhibiting the gradual transition from oil-based mud (OBM) filtrate to native formation fluid during formation-tester sampling stations is discussed. A simple algebraic proxy model is used to predict the decline of the volumetric fraction of OBM filtrate with time during formation-tester sampling. To implement and test the algorithm, a proof-of-concept MATLAB code was developed. Synthetic (simulated) pressure flow rate data were used for the production decline case while the actual field data from eight channel optical sensors were used for the formation-testing case. Model runs were performed in 50 to 60 combinations of model parameters, which were normally distributed around the best-guess values at the initial step. For both cases, only two to three iterations of the algorithm were sufficient to obtain values of the matching parameters.
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