Page 140 - Modern Control of DC-Based Power Systems
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104                                 Modern Control of DC-Based Power Systems




                        Centralized                 Decentralized
                   Virtual disturbance + LQG          • H inf
                                                      • Virtual disturbance +
                                                         LQG
                                                      • Virtual disturbance +
                                                         backstepping
                                   Linear    Linear
                                                      • Virtual disturbance +
                                                        Synergetic


                                  Nonlinear  Nonlinear
                   Linearizing state                  • Adaptive
                  feedback                             backstepping
                   Synergetic                         • Sliding mode
                   Inversion & invariance



          Figure 4.1 Control classification.

          converter (MMC) designs in ISPSs applications received considerable atten-
          tion [3] due to their capability of providing short circuit protection [4].
          Another option for implementing the single stage solution in ISPSs could
          be the usage of dual active bridges (DABs); however, to the author’s best
          knowledge, such an application has been presented only for the connection
          of storage devices (like batteries, supercapacitors) to the MVDC bus [5],
          and not as a single stage solution. The work presented in this book does
          not cover the analysis of a single stage solution interfacing AC generation
          towards the MVDC bus, since this would result in a very complex model
          that would likely not provide additional insightful information for the con-
          trol design and its effect on the control performance.
             When taking into consideration a multistage solution with dynamic
          modeling of two converters altogether, at least four state variables are nec-
          essary to develop a fourth-order open-loop model for control. The order
          of the model will increase for closed-loop control.
             Since the focus of the present work lies in the stabilizing control, a
          model order reduction would be reasonable. Thus, some simplifications
          were performed in order to decouple the rectification action from the
          stabilizing action at the device level. It is considered that the rectifier stage
          has been designed adequately to provide the desired voltage; hence, the
          rectifier could be replaced by a constant voltage source, and the DC DC
          conversion stage would display the effect of the control algorithm for
          maintaining the bus voltage under disturbances.
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