Resumo (PT):
Abstract (EN):
Power flow calculations are one of the most important computational tools for
planning and operating electric power systems, since they provide information about the state of
the system for a specific deterministic scenario of generation and load. After the stabilization of
the deterministic power flow calculation methods, the need to capture uncertainty in load
definition lead first to the development of probabilistic models, and later to fuzzy approaches
able to deal with qualitative declarations and other non-probabilistic information about the value
of the loads. In this framework, fuzzy power flow calculations use typically incremental
techniques, in order to obtain a good approximation of the fuzzy state variables. However, these
models and procedures are not entirely satisfactory for the evaluation of the adequacy of the
electric transmission system, since they are not completely symmetric, due to the presence of a
slack bus. In this paper, we show how to perform the detailed calculation of the state variables of
the FPF problem in an exact and symmetrical way, by means of solving multiple optimization
problems. The extension to the constrained fuzzy power flow problem is also described, along
with numerical adequacy indices. The procedure is illustrated using the IEEE-14 test system.
Language:
English
Type (Professor's evaluation):
Scientific
No. of pages:
8