4.5 Article

An improved transport model of shale gas considering three-phase adsorption mechanism in nanopores

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出版社

ELSEVIER
DOI: 10.1016/j.petrol.2019.106291

关键词

Shale gas; Three-phase adsorption; Porosity modification; Gas transport model; Apparent permeability

资金

  1. National Natural Science Foundation of China NSFC [51704265]
  2. Outstanding Talent Development Project of China University of Geosciences (Wuhan) [CUG20170614]
  3. Fundamental Research Founds for National University, China University of Geosciences (Wuhan) [1810491A07]

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For the shale gas transport model in nanopores, researchers recently pay more and more attention to the existence of water phase. However, the effect of water film on the gas transport is still not clearly understood. In this paper, we considered the existence of water film on inorganic shale pore surface and introduced the adsorption mechanism of methane-water film-shale clay three-phase (gas-liquid-solid) to the shale gas transport model. Then, we modified the expression of porosity and derived a new transport equation of shale gas considering the adsorption mechanism of three-phases in nanopores. Using the finite element method, we solved the equation and analyzed the effect of water film. Finally, the range of water film effect was analyzed by defining the offset ratio. The results show that: (1) The existence of water film has negative effects on physical quantities, such as effective porosity and apparent permeability. When the water molecular coverage ratio reaches to 1, the decrease of porosity can be about 18.1%; (2) The existence of water film reduces the gas production rate and accumulative gas production. When the water molecular coverage ratio reaches to 1, the gas accumulative production decreases about 49.6%; (3) The pore radius which has significant water film effect is very small. Furthermore, the smaller of the pore size, the more significant the water film effect is. Also, it can be found that the effect of water film on porosity can be ignored with when pore radius exceeds 29 nm. When the pore radius is larger than 11 nm, the effect of water film on k(app)/k(d) can be ignored.

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