4.5 Article

Investigating heterogeneous distribution of fluid pressure in hydraulic fractures during pulsating hydraulic fracturing

期刊

出版社

ELSEVIER
DOI: 10.1016/j.petrol.2021.109823

关键词

Hydraulic fracturing; Pulsating hydraulic fracturing; Pulse wave; Fluid pressure distribution; Tight reservoir

资金

  1. National Natural Science Foundation of China [52004302]
  2. Beijing Municipal Natural Science Foundation [2194084]
  3. Strategic Cooperation Technology Projects of CNPC and CUPB [ZLZX2020-01]
  4. Strategic Cooperation Technology Project of CUPB [ZLZX2020-01]
  5. Science Foundation of China University of Petroleum-Beijing [2462021YXZZ012]

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Pulsating hydraulic fracturing (PHF) can generate a complex fracture network with lower breakdown pressure and less induced seismicity. The distribution of fluid pressure in hydraulic fractures determines the initiation and propagation of new fractures in the PHF, which has not been fully investigated. By exploring the fluid pressure distribution in hydraulic fractures using a transient flow model (TFM), it is found that the pressure fluctuation amplitudes are heterogeneously distributed in the fractures during the PHF. This phenomenon is caused by a standing wave formed in the fractures, which can be divided into categories based on input frequency. Friction and fracture roughness have effects on the pressure distribution, with increasing friction reducing heterogeneity and high roughness affecting fluid pressure amplitudes. Multiple initiations of new fractures can be obtained by optimizing input frequency and amplitude.
Pulsating hydraulic fracturing (PHF) has been proven to be a potential fracturing method. Compared with conventional hydraulic fracturing, the PHF can generate a more complex fracture network with lower breakdown pressure and less induced seismicity. A distribution of fluid pressure in hydraulic fractures determines the initiation and propagation of new fractures, which has not been fully investigated in the PHF. In this paper, a distribution of fluid pressure in pulsating hydraulic fractures is innovatively investigated through a transient flow model (TFM). This model is solved by the method of characteristics (MOC). This solution method is then verified against experimental data. Through this model, the mechanism of the pressure distribution is analyzed and the optimization method for PHF is proposed. The effects of input frequency, friction, fracture roughness and fracture length on the fluid pressure distribution during the PHF are investigated, respectively. Results show that the fluid pressure at each point along hydraulic fractures fluctuates in the same frequency, and the pressure fluctuation amplitudes are heterogeneously distributed in the hydraulic fractures during the PHF. This phenomenon results from the fact that a standing wave is formed in the hydraulic fractures during the PHF. Moreover, according to the number of wave nodes in the standing wave, the heterogeneous distribution of fluid pressure amplitudes can be divided into three categories for input frequency from 1 Hz to 20 Hz. The frequency ranges of these three pressure distribution categories are centered by three orders of resonance frequency, and the number of wave nodes for these three pressure distribution categories equals the order of resonance frequency. Although the standing wave in the hydraulic fractures is partially changed by a friction effect, the fluid pressure amplitude distribution is still heterogenous. In addition, the friction has a dissipation effect on a resonance amplitude. The increasing fracture roughness reduces the heterogeneity of a fluid pressure distribution in hydraulic fractures during the PHF. The first maximum fluid pressure amplitude near a fracture entrance may not exist for high fracture roughness. Finally, the effect of the heterogeneous distribution of fluid pressure on the initiation and propagation of new fractures during the PHF is addressed, and then a novel and effective design method of input frequency and amplitude for the PHF is proposed. Multiple initiations of new fractures can be obtained by optimizing an input frequency and amplitude.

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