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Experimental design: importance in petroleum engineering

机译:实验设计:石油工程的重要性

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The inverse problem associated with data measured to chracterize systems and processes are frequently ill-posed, and, consequently, small errors in the measured quantities may transfer into large errors in the desired estimates. Better accuracy may be obtained by improving the experimental design. This paper deals with experimental design and its importance in the field of petroleum engineering. The experimental design studies described in this paper are based on a linearized covariance analysis. We utilize measures such as confidence intervals, contribution of information, and optimal design as ways of ranking different com-peting measurement strategies (or designs). Among a series of inverse problem applications within petroleum engineering, we consider two cases: The first application deals with estimation of properties defined within a set of partial differential equations, namely those describing flow of fluids through porous media. We show how experimental design can be utilized to select flow experiments (both flow rates, types of data and when and where to measure) to obtain accurate estimates in saturation regions im portant for reservoir exploitation. THe second example deals with identification of the inflo profile of oil, water, and gas, for a production well drilled into an underground reservoir.
机译:与计数器系统和过程测量的数据相关联的逆问题经常被释放,因此,测量量中的小误差可能转移到所需估计中的大误差。通过改善实验设计,可以获得更好的精度。本文涉及实验设计及其在石油工程领域的重要性。本文描述的实验设计研究基于线性化协方差分析。我们利用诸如置信区间的措施,信息贡献,以及最佳设计作为排名不同的COM- Peting测量策略(或设计)的方式。在石油工程中的一系列反问题应用中,我们考虑两种情况:第一应用程序涉及在一组部分微分方程内定义的性质的估计,即描述通过多孔介质流体流动的特性。我们展示了如何利用实验设计来选择流程实验(流量速率,数据类型以及何时以及在哪里测量),以获得用于储层漏洞的饱和区域IM河口的准确估计。第二个例子涉及石油,水和天然气的易碎轮廓的识别,生产钻孔进入地下水库。

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