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Critical Evaluation of the Ensemble Kalman Filter for Reservoir Parameter Estimation under Incorrect and Uncertain Prior Models

机译:在不正确和不确定模型下的储库参数估计的集合卡尔曼滤波器的关键评估

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depends on the representativeness of the initial ensemble of reservoir properties. The initial ensemble is commonly constructed by assuming a known geological continuity model such as a variogram. However, since geologic continuity models are derived from incomplete data and imperfect modeling assumptions they are subject to uncertainty. Neglecting this important source of uncertainty can lead to systematic errors and questionable estimation results. In this paper, we evaluate the performance of the EnKF under varying levels of uncertainty in the variogram model parameters. We first attempt to directly estimate variogram parameters from flow data and show that the complex and non-unique relation they have with the flow data provides little sensitivity for an effective inversion with the EnKF. We then assess the performance of the EnKF for estimation of gridblock permeability values under uncertain and incorrect initial variogram parameters and show that any bias in specifying variogram parameters tends to persist throughout the EnKF analysis although locally reasonable permeability updates may be obtained near observation points. We consider the uncertainty in the variogram model parameters and account for the full range of structural variability in the initial permeability ensemble. We show that under this assumption the EnKF update results are quite promising. We conclude that, in applying EnKF to realistic problems where the level of prior uncertainty may not be known, it is preferable to overestimate the uncertainty in geologic continuity and initialize the EnKF with a wide range of variability in property description than to overlook the variogram uncertainty at the risk of introducing systematic bias that cannot be corrected by the EnKF updates.
机译:取决于储层性质的初始集合的代表性。通过假设诸如变形仪的已知地质连续性模型,通常构造初始集合。然而,由于地质连续性模型来自不完全的数据和不完美的建模假设,因此它们受到不确定性的影响。忽视这种重要的不确定性来源可以导致系统错误和可疑的估计结果。在本文中,我们评估了enkf在变形仪模型参数中的不同不确定性下的性能。我们首先尝试从流量数据直接估计变变函数参数,并显示它们具有流量数据的复杂和非唯一关系对ENKF有效反转提供了很小的灵敏度。然后,我们在不确定和不正确的初始变速器参数下评估ENKF的性能,以便在不确定和不正确的初始变速器参数下估计栅格渗透率值,并表明在整个ENKF分析中指定变速仪参数的任何偏置趋于持续存在,尽管可以在观察点附近获得局部合理的渗透性更新。我们考虑变形仪模型参数的不确定性,并在初始渗透合并中占全系列结构变异性。我们表明,根据此假设,ENKF更新结果非常有前途。我们得出结论,在将ENKF应用于现实不确定性的水平可能不知道的现实问题中,优选高估地质连续性的不确定性,并在财产描述中具有广泛的变异性而初始化ENKF,而不是忽略变量仪不确定性旨在引入无法通过ENKF更新纠正的系统偏见的风险。

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