Page 162 - Decision Making Applications in Modern Power Systems
P. 162

126  Decision Making Applications in Modern Power Systems


               Regarding purpose or functionalities, smart inverters can be divided into
            five categories as follows:

              Monitoring and scheduling: functions that allow the operator to adjust
               and collect information from the inverter, including the connect and dis-
               connect function.
              Frequency support: functions that provide frequency support for the grid,
               such as the Frequency/Watt function.
              Real-power support: functions that provide support for active power to
               the grid, such as dynamic real-power support.
              Power factor support: functions that act by adjusting the reactive power,
               such as the fixed PF function.
              Voltage support: functions that support the voltage to the grid, such as
               the dynamic Volt/Watt function.


            5.2.3  Final considerations
            Changes in the distribution system require more detailed engineering about
            the impacts that may arise; insertion of generation into distribution changes
            the concept of the unidirectional power flow and exposes customers and dis-
            tributors to new challenges. Understanding and dealing with new problems
            will be critical to the future of distribution systems.


            5.3  Modeling and simulation using OpenDSS
            The changes in the distribution grid with the insertion of DG systems bring
            several technical challenges as presented in the previous topic. Also, the
            modeling of these new systems has become more complex, requiring sophis-
            ticated analyses and reliable algorithms for a true description of grid
            behavior.
               According to [13], the distribution system analysis programs have
            evolved from simple voltage drop calculators of balanced loads to sophisti-
            cated systems with graphical interactions that allow one to know and quan-
            tify grid parameters. The best known methods, such as Gauss Seidel and
            Newton Raphson, may not show convergence in many distribution system
            analyses due to high R=X ratio and the radial structure of distribution grids.
            In addition, as the distribution grid has a strong tendency to be unbalanced
            among phases, such methods are not advised to work with positive sequence
            models only.
               Thus this topic is intended to analyze the three-phase current injection
            method, based on the decomposition of the nodal admittance matrix that
            composes the OpenDSS software. A brief historical presentation of the soft-
            ware, PV systems, storage, and load models of an active distribution grid is
            presented.
   157   158   159   160   161   162   163   164   165   166   167