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Control Approaches for Parallel Source Converter Systems     115


                 A drawback could be that the centralized model requires a communi-
              cation infrastructure that has to be protected against faults as well. That
              could be a reason why the LSF controller might not be the best solution
              for a real implementation even if its control performance is sufficient.
              This is already shown in [3] and [10].
                 The overall schematic of this control approach is depicted in Fig. 5.1,
              where V bus corresponds to the bus voltage and I n are the inductor currents
              presented in Fig. 5.2.
                 The design of the LSF controller involves exact input to output lineari-
              zation [6] of the MIMO system and transforms the system using the com-
              pensation term. This compensation term injects through the converters a
              signal on their output voltage, which is capable of compensating the non-
              linear part of the system. Obviously, a converter must have enough regula-
              tion bandwidth to effectively apply the signal. Therefore the LSF can be
              successfully applied only to converters with high switching frequency, such
              as the DC DC ones based on IGBT/IGCTs. Using other types of con-
              verters to interface generators with the MVDC bus, such as diode or thy-
              ristor rectifiers, the LSF cannot be applied on the bus controlling
              converters but must be relegated to the load side for CPL compensation.

                                                    System input

                        V bus ;  I n ;  I CPL
                                        Compensation  +
                                                     -
                                                        -
                                      Exact input-output
                                        linearization

                                             Plant:
                                        generators and loads
                         Measurements                     Control signal
              Figure 5.1 Scheme of the linearizing state feedback controller.

                                         I

                          L f1    L fn         I C
                           I 1     I n                      I = P eq  /V
                                                             L
                                          V
                          R f1    R fn
                                              C eq   R eq
                        d ·E 1  d ·E n
                                 n
                         1
              Figure 5.2 Control synthesis model of centralized system for LSF.
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