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Integrated Asset Management and Optimization Workflows       227




                                               Field process
                                              model (dynamic
                                                coupling)








                                     Vertical lift performance table
                      Reservior       Fluid properties @ P and T    Network
                       simulator                t 0 (time step)     models
                 CPU time                       t 1
                                  fBHP does not meet
                                  Res sandface pressure
                                                t
                      Reservior                 n+1                 Network
                       simulator                                    models
                                                     fBHP meets Res
                                                     sandface pressure
              Fig. 6.10 An example of IAM workflow with dynamic (loose) coupling of a reservoir sim-
              ulation model and an integrated surface network model.


                 remains below a specified threshold. This coupling mode requires exten-
                 sive computational hardware and CPU time. In our experience, using
                 static coupling, a black oil reservoir model with 10 wells (20years of his-
                 tory) and using 8 CPU processors could run up to 10min, dynamic cou-
                 pling will run 100min, and tight coupling could run >1000min. Of
                 course as technology improves the computational time decreases. A few
                 examples of coupled simulators appear in the following: Fleming and
                 Wang, 2017; Vanderheyden et al., 2016;and Khedr et al., 2012.
              Fig. 6.11 compares production forecasts of oil, gas, and water rates generated
              by static and dynamic coupling of a reservoir simulator and a surface network
              system. As indicated, the production forecasts (e.g., oil, gas, and water rates)
              generated by dynamic coupling may be significantly different from the fore-
              casts generated by the static coupling, based on the use of traditional rate
              forecast tables. The primary advantage of the dynamic coupling over static
              coupling is that the integrated reservoir simulation model is dynamically
              updated to reflect the constraints imposed by field operations over time.
                 The value of dynamically incorporating the effect of changing surface
              conditions on the reservoir model is that the solution generates a more real-
              istic and accurate physical model of actual field constraints. As observed in
              Fig. 6.12, the simulation results using static coupling is slightly off from
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