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A New and Improved Approach for Geological Dependency Evaluation for Multiple-Prospect Exploration

机译:多重前景探索的地质依赖评估新的和改进方法

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Geological properties are likely to be shared for different prospects in a common basin. If, for example, source rock is found in one location, this increases the chance of finding it in other locations. Other geological characteristics will have similar correlation structures. When developing a drilling plan, these correlations should be considered because they can affect the optimal drilling sequence. Modeling and accounting for these dependencies pose a significant challenge. The strength and structure of the dependencies must be assessed and specified through the use of conditional probabilities or correlations. Even for a relatively simple exploration plan, the resulting decision tree may have hundreds or even thousands of endpoints. The sequential exploration problem with geological dependence has been addressed by several authors in the past few years. In this paper we extend this work by (1) simplifying the structure and model of the problem through the use of Influence Diagrams (Bayesian Decision Networks) and (2) using stochastic reservoir models to assess the dependence structure and strength. We also illustrate how to use the Maximum Entropy principle to construct joint probabilities when we have incomplete information about the correlation structure. Using Bayesian Decision Networks informed by stochastic reservoir models simplifies the modeling of exploration plans with a realistic number of wells. Applying well known geostatistical techniques to aid in the assessment of the geological dependence structure and strength makes the approach more accessible to geoscientists wanting to account for these dependencies in their plans. Similarly, using Bayesian Decision Networks with their relatively simple and transparent structure will better facilitate the understanding and communication of the impacts of dependencies on the exploration plan. Given the typical exploration well cost, an optimal exploration program will in most cases generate significant savings.
机译:在普通盆地中的不同前景可能会分享地质特性。例如,如果在一个位置找到源rock,则会增加在其他位置找到它的可能性。其他地质特征将具有相似的相关结构。在开发钻井计划时,应考虑这些相关性,因为它们可以影响最佳钻井序列。这些依赖性的建模和核算构成了重大挑战。必须通过使用条件概率或相关性评估和指定依赖性的强度和结构。即使对于一个相对简单的探索计划,所得到的决策树可能具有数百甚至数千个端点。几个作者在过去几年中已经解决了地质依赖的连续探索问题。在本文中,我们通过使用随机储层模型来评估依赖结构和强度,通过使用影响图(贝叶斯决定网络)和(2)来简化问题的结构和模型来简化问题的结构和模型。我们还说明了如何使用最大熵原理来构造有关相关结构的不完整信息时构建联合概率。使用随机储层模型通知的贝叶斯决策网络简化了勘探计划的建模,具有熟练的井。应用众所周知的地统计学技术来帮助评估地质依赖结构和力量使得能力更能能够对这些依赖性的地球科学家更加接近他们的计划。同样,使用具有相对简单和透明的结构的贝叶斯决策网络将更好地促进依赖关系对勘探计划的影响的理解和沟通。鉴于典型的勘探井成本,大多数情况下将在大多数情况下实现最佳勘探计划。

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