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               134 Power flows in compensation and control studies

                                         Table 4.4 Load parameters
                                         Node      P load (MW)   Q load (MVAr)

                                         South     20            10
                                         Lake      45            15
                                         Main      40            5
                                         Elm       60            10

                      voltage magnitudes drop below 1 p.u. However, they keep above 0.95 p.u., which is
                      the minimum accepted value by most electricity companies. So, the power network
                      does not seem to be in risk of undergoing voltage collapse at any point if an
                      incremental load increase were to occur.
                        It should be noted that the maximum phase angle difference between any pair of
                      adjacent nodes is smaller than 5 , which indicates that the power network is not over-

                      stretched in terms of active power flows. The largest active power flow takes place in
                      the transmission line connecting the North and South nodes: 89.33 MW leave the
                      sending end of the transmission line and 86.84 MW reach the receiving end. The
                      largest transmission active power loss also takes place in this transmission line,
                      2.49 MW. From the planning and operational point of view, this may be considered
                      a good result. However, it should be pointed out that no attempt was made to
                      optimize the performance of the operation. If an optimized solution is required,
                      where generator fuel cost and transmission power loss are minimized then an optimal
                      power flow algorithm (Ambriz-Perez, 1998) would be used as opposed to a conven-
                      tional power flow algorithm (Fuerte-Esquivel, 1997).


                        4.5   Reactive power control

                      4.5.1  General aspects

                      In electric power systems, nodal voltages are significantly affected by load variations
                      and by changes in transmission network topology. When the network is operating
                      under heavy loading the voltage may drop considerably and even collapse. This will
                      cause operation of under-voltage relays and other voltage sensitive controls, leading
                      to extensive disconnection of loads, adversely affecting customers. On the other
                      hand, when the level of load in the system is low, over-voltages may arise due to
                      Ferranti effect in unloaded lines, leading to capacitive over-compensation and over-
                      excitation of synchronous machines. Over-voltages cause equipment failures due to
                      insulation breakdown and produce magnetic saturation in transformers, resulting in
                      undesirable harmonic generation. Accordingly, voltage magnitudes throughout the
                      network cannot deviate significantly from their nominal values if an efficient and
                      reliable operation of the power system is to be achieved.
                        Traditionally, iron-cored inductors have been used to absorb reactive power,
                      resulting in a reduction of the voltage level at the point of connection. Conversely,
                      banks of capacitors have been used to supply reactive power resulting in a voltage
                      level increase at the point of connection. When adaptive voltage regulation was
                      required, synchronous condensers were employed. They generate and absorb reactive
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