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                                                             Power electronic control in electrical systems 23

                                  1.08



                                  1.06            Fault cleared   Machine at bus 2
                                Ratio of actual to rated speed  1.04  Machine at bus 1






                                  1.02



                                  1.00



                                  0.98
                                     0.0   0.1    0.2   0.3    0.4   0.5    0.6    0.7
                                                          Time, Sec
                                                            (d)
                      Fig. 1.18 Internal voltage angles of the generators in a five-node system with two generators: (i) fault duration
                      of 0.1 s: (a) internal voltage angles in degrees; (b) ratio of actual to rated speed; (ii) fault duration of 0.2 s:
                      (c) internal voltage angles in degrees; and (d) ratio of actual to rated speed (1) (# 1968 McGraw-Hill).

                        Flexible alternating current transmission systems equipment responds with little
                      delay to most power systems' disturbances occurring in their vicinity. They modify
                      one or more key network parameters and their control objectives are: (i) to aid the
                      system to remain stable following the occurrence of a fault by damping power
                      oscillations; (ii) to prevent voltage collapse following a steep change in load; and
                      (iii) to damp torsional vibration modes of turbine generator units (IEEE/CIGRE,
                      1995). Power system transient stability packages have been upgraded or are in the
                      process of being upgraded to include suitable representation of FACTS controllers
                      (Edris, 2000).




                         1.5   Snapshot-like power network studies

                      1.5.1   Power flow studies

                      Although in reality the power network is in a continuous dynamic state, it is useful to
                      assume that at one point the transient produced by the last switching operation or
                      topology change has died out and that the network has reached a state of equilib-
                      rium, i.e. steady state. This is the limiting case of long-term dynamics and the time
                      frame of such steady state operation would be located at the far right-hand side of
                      Figure 1.16. The analysis tool used to assess the steady state operation of the power
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