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Huff-n-puff gas injection in oil reservoirs                   45


                 1.0
                 0.9      T1 saturated with Wolfcamp dead oil (EF_1)
                          T5 saturated with water and Wolfcamp dead oil (EF_2)
                 0.8      T6 saturated with water and Wolfcamp dead oil (EF_3)
                 0.7
                Liquid / Oil recovery  0.5
                 0.6


                 0.4
                 0.3

                 0.2
                 0.1
                 0.0
                    0     1      2     3     4      5     6     7     8      9
                                      Number of huff-n-puff cycles
              Figure 2.37 Liquid/oil recovery factors at the end of cycles with different oil
              saturations.

              effective as the single oil fluid system to produce fluid in the huff-n-puff
              mode. This is another factor which needs to be considered when predicting
              a field performance.


                   2.12 Effect of stress-dependent permeability
                   After some years of primary production, the reservoir pressure (pore
              pressure) is reduced, and the formation effective stress is increased. As a result,
              the formation permeability is reduced. If huff-n-puff gas injection is carried
              out, the formation permeability will be increased during the huff period and
              the early puff period, because the formation of effective stress is reduced owing
              to the increased pore pressure. Therefore, the huff-n-puff process helps well
              injectivity and productivity. Gala and Sharma (2018) evaluated this benefit
              using reservoir simulation, as shown in Fig. 2.38. It shows the oil recovery
              factors for the cases of No Geomechanics (no stress-dependent permeability
              changes),  Base  Gamma ¼ 5e-4  1/psi  (middle  curve),  and  Base
              Gamma ¼ 10e-4 1/psi (bottom curve). The gamma is the permeability-
              stress exponent in an uploading/unloading cycle in the following equation:

                                       k ¼ k 0 e bðs s 0 Þ               (2.22)
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