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Multigrid Fracture Stimulated Reservoir Volume Mapping Coupled with a Novel Mathematical Optimization Approach to Shale Reservoir Well and Fracture Design

机译:页岩储层井网与裂缝设计相结合的多网格裂缝刺激储层体积映射

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This paper introduces a grid-based fracture-stimulated reservoir volume (SRV) concept. SRV is defined as a volume occupied by fluid in a fracture, whether created or caused by intersection with natural fractures. Fracturing of the optimum zones is believed to contribute to higher hydrocarbon production from shale and tight formations. This requires choosing placement of fractures along the designed path of horizontal wells to maximize expected SRV. Additionally, a new linear programming-based approach to mathematically optimize the placement of SRV in shale reservoirs is presented. The approach may be useful in pad drilling and fracturing as well as development of applications for use with shale formations. This work aims to globally optimize the placement of surface well pads, the location and number of wells attached to the pads, and the location of the fractures throughout the wells. This optimum placement will also take into account numerous practical constraints, including the length of wells, the number of wells associated with a pad, numerous overlap constraints inherent in unconventional gas and oil well development, the spacing between wells and fractures, etc. One approach to this challenge to optimize is based on maximizing the fracturability index (FI) values assigned to the cells of the model values explored by the final network, and will be constrained by the previously mentioned considerations as well as a global maximum number of wells and a maximum development budget. In addition, the mathematical framework allows for easy extensibility to other constraints, and can be customized based on these constraints.
机译:本文介绍了基于网格的裂缝刺激储层体积(SRV)概念。 SRV定义为裂缝中的流体所占的体积,无论是由自然裂缝产生还是由于与自然裂缝相交造成的。据信最佳区域的压裂有助于页岩和致密地层的更高的烃产量。这就要求沿着水平井的设计路径选择裂缝位置,以使期望的SRV最大化。此外,提出了一种新的基于线性规划的方法,可在数学上优化SRV在页岩储层中的位置。该方法在垫层钻井和压裂以及与页岩地层一起使用的应用开发中可能是有用的。这项工作旨在全局优化表面井垫的位置,与井垫相连的井的位置和数量,以及整个井中裂缝的位置。这种最佳位置还将考虑许多实际约束,包括井的长度,与垫层相关的井数,非常规天然气和油井开发固有的许多重叠约束,井与裂缝之间的间距等。要进行优化的挑战是基于最大化分配给最终网络探索的模型值的单元的可裂化指数(FI)值,并且将受到前面提到的考虑因素以及全球最大的井数和最大发展预算。另外,数学框架允许轻松扩展到其他约束,并且可以基于这些约束进行定制。

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