静态模型不确定性分析的经验教训

I. Praja
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摘要

本文记录了对三维静态建模进行不确定性分析的经验教训。举例,评估技术和建议的指导方针,以解决在概率研究中的误解。如今的技术进步使彻底的概率研究成为可能。在大多数3D静态建模软件中,记录的3D建模工作流可以与各种变量合并,并作为多次运行的实验设计运行。然而,在设计、运行或运行后分析过程中,缺乏关于概率指南的转移知识和出版物导致了许多关于基本原理的不一致、误解和混淆。例如,在运行分析中,场级中值模型(P50)与区级中值模型的结果不一致。之后,这可能会引起历史匹配问题,因为它模糊了不可靠的区域级采收率因素,这是由于坦克之间的重叠造成的。运行后分析的一个例子是,由于实验次数为偶数,列表中缺少P50。每个工具都有不同的方法来处理和可视化统计输出。假设相似的定义和方法可能会导致混淆。通过考虑变量之间的依赖关系和层次关系,描述了一种分配代表特定时间或区域的地质体相模型的策略。结果被计算、可视化,并在区域级别进行排名,以避免百分位数误解。然后,将每个储罐的相应百分位数组合起来,构建一致的油田水平模型。了解工具使用哪种统计方法,以及它是否使用函数来确定数组中包含/不包含第一个和最后一个值的百分位数,这一点非常重要。集成工作可以更早地识别问题,然后在进一步努力之前解决它们。本文旨在指导建立一致的不确定性分析模型,避免因误解而导致的不必要的返工。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Lesson Learned From Static Model Uncertainty Analysis
This paper documents lessons learned from conducting uncertainty analysis for 3D static modeling. Example cases, evaluation techniques and a proposed guideline are presented to resolve misconceptions in probabilistic studies. The technological advancements nowadays have allowed thorough probabilistic studies to be conducted. In most 3D static modeling software, a recorded 3D modeling workflow can be incorporated with various variables and run as an experimental design with several runs. However, the lack of transferred knowledge and publications regarding probabilistic guidelines has led to many inconsistencies, misconceptions, and confusion about the fundamentals, during designing, running, or post-run analysis. For example, during running analysis, the result is inconsistent between the field-level median model (P50) with zone-level median models. Later, this could raise a history matching issue since it obscures unreliable zone-level recovery factors due to overlapping in-place among tanks. An example from the post-run analysis is a missing P50 from the list due to an even number of experiments. Every tool has different methods of processing and visualizing statistics output. Assuming a similar definition and approach can lead to confusion. A strategy to assign a facies model that represents a geo-body at a specific time or zone is described by considering dependency and hierarchy among variables. The result is calculated, visualized, and ranked at the zone level to avoid percentile misconceptions. Then, the corresponding percentile from each tank is combined to build a consistent field-level model. It is essential to understand which statistical approach a tool uses, and whether it uses a function to determine the percentile inclusive/exclusive of the first and last values in the array. Integration work could identify problem earlier and then resolve them before further effort. This paper aims to guide in building a consistent uncertainty analysis modeling and avoid unnecessary rework due to misconception.
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