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Controllability and observability in two-phase porous media flow

机译:两相多孔介质流的可控性和可观测性

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Reservoir simulation models are frequently used to make decisions on well locations, recovery optimization strategies, etc. The success of these applications is, among other aspects, determined by the controllability and observability properties of the reservoir model. In this paper, it is shown how the controllability and observability of two-phase flow reservoir models can be analyzed and quantified with aid of generalized empirical Gramians. The empirical controllability Gramian can be interpreted as a spatial covariance of the states (pressures or saturations) in the reservoir resulting from input perturbations in the wells. The empirical observability Gramian can be interpreted as a spatial covariance of the measured bottom-hole pressures or well bore flow rates resulting from state perturbations. Based on examples in the form of simple homogeneous and heterogeneous reservoir models, we conclude that the position of the wells and of the front between reservoir fluids, and to a lesser extent the position and shape of permeability heterogeneities that impact the front, are the most important factors that determine the local controllability and observability properties of the reservoir.
机译:储层模拟模型经常用于确定井位,采收率优化策略等。这些应用的成功与否,除其他方面外,还取决于储层模型的可控性和可观测性。在本文中,显示了如何借助广义经验Gramian方法可以分析和量化两相流油藏模型的可控性和可观测性。经验可控性Gramian可以解释为井中输入扰动导致储层中状态(压力或饱和度)的空间协方差。经验可观察性Gramian可解释为由状态扰动引起的测得的井底压力或井眼流速的空间协方差。根据简单的均质和非均质储层模型形式的示例,我们得出结论,储层流体之间的井和前沿位置,以及在较小程度上影响前沿的渗透率非均质性的位置和形状决定储层局部可控性和可观测性的重要因素。

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