首页> 外文会议>International Conference on Engineering Research and Development >Theoretical Dimensionless Breakthrough Time of a Horizontal Well in a Vertically-Stacked Two-Layered Reservoir System with Varying Architecture Part II: Letter 'B' Architecture, Bottom Water Drive Mechanism
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Theoretical Dimensionless Breakthrough Time of a Horizontal Well in a Vertically-Stacked Two-Layered Reservoir System with Varying Architecture Part II: Letter 'B' Architecture, Bottom Water Drive Mechanism

机译:垂直堆叠两层储层系统中水平井的理论无量纲突破时间,具有不同的架构第二部分:字母'B'架构,底部水驱动机构

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When a reservoir experiences water influx, the actual source of the water often cannot be ascertained with precision. Thus well work over measures to minimize the water may not be easy to fashion. Bottom water encroaches through the bottom of the reservoir and rises vertically, appearing in all the wells in the field at the same time, if the wells experience the same production histories. This further makes work over difficult, more so, if there are other external fluid influences akin to a top gas. However, if the arrival time is known, then factors affecting bottom water movement, with or without any other contiguous top gas, may be studied with a view to fashioning an effective work over to mitigate premature water arrival into the well. Horizontal wells are already known to delay encroaching water breakthrough time. For a cross flow layered reservoir completed with a horizontal well in each layer, flow dynamics will certainly be different from a single layer reservoir due to differences in individual layer, layers fluid, wellbore and interface properties and rate histories. In this paper, theoretical expressions for predicting dimensionless breakthrough times of horizontal wells in a two layered reservoir of architecture like letter 'B', experiencing bottom water drive mechanism of different patterns, with or without a top gas, are derived. The theoretical breakthrough times are based on dimensionless pressure and dimensionless pressure derivative distributions of each identified model. Twenty-seven (28) different models emerged as the total of the different models possible. Examples are selected from identified models for demonstration.
机译:当水库经历水中流入时,水的实际来源通常不能精确地确定。因此,在最小化水的措施上良好的工作可能并不容易时尚。底部水通过储存器的底部侵蚀并垂直上升,同时出现在该领域的所有井中,如果井有相同的生产历史。这进一步使工作变得困难,更重要的是,如果还有其他外部流体影响类似于顶部气体。然而,如果达到时间是已知的,则可以研究影响底部水运动,有或没有任何其他连续的顶部气体的因素,以便为塑造有效的工作来缓解进入井的过早水。横向井已经已知延迟侵占水突破时间。对于在每层中的水平孔完成的横流层状储存器中,由于各层,层流体,井筒和界面性能和速率历史,流动动力学肯定与单层储存器不同。在本文中,推导出用于预测横向井中水平孔的无量子突破时间的理论表达,如字母'B',其中包括或没有顶部气体的不同图案的底部水驱动机构。理论突破时间基于每个识别的模型的无量压力和无量纲压力衍生物分布。二十七(28)不同的模型作为不同型号的总和成为可能的。从鉴定的模型中选择了示例以进行示范。

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