A Prediction of Water Breakthrough Time of Horizontal Wells in Gas Reservoirs with Bottom Water
Wei Zhu, X H Huang, Hong Qing Song, Jia Deng, Xuan Liu
Abstract
Wei Zhu, X H Huang, Hong Qing Song, Jia Deng, Xuan Liu
Abstract
Based on the theory of porous flow, a study on prediction of water breakthrough time of horizontal wells in a homogeneous gas reservoir with bottom water is presented. This paper derives water breakthrough time formula of horizontal wells in a reservoir with bottom water drive. In the formula many factors are taken into account, such as height of water avoidance, gas-water mobility ratio, irreducible water saturation, residual gas saturation, etc. Case study indicates that for a horizontal gas well with constant production rate, the water breakthrough time is proportional to the height of water avoidance.
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Based on the theory of porous flow, a study on prediction of water breakthrough time of horizontal wells in a homogeneous gas reservoir with bottom water is presented. This paper derives water breakthrough time formula of horizontal wells in a reservoir with bottom water drive. In the formula many factors are taken into account, such as height of water avoidance, gas-water mobility ratio, irreducible water saturation, residual gas saturation, etc. Case study indicates that for a horizontal gas well with constant production rate, the water breakthrough time is proportional to the height of water avoidance.
Key concepts: Bottom water, Petroleum engineering, Water saturation, Saturation (graph theory), Water cut, Environmental science, Residual, Flow (mathematics)