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Multiobjective dynamic load‐dispatching method for optimal operation of power systems
Author(s) -
Yoshikawa Motonobu,
Nakajima Hiroshi,
Inada Takeshi,
Harada Yasushi,
Amano Masahiko,
Nakata Yuji
Publication year - 1995
Publication title -
electrical engineering in japan
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.136
H-Index - 28
eISSN - 1520-6416
pISSN - 0424-7760
DOI - 10.1002/eej.4391150703
Subject(s) - mathematical optimization , weighting , electric power system , pareto principle , constraint (computer aided design) , power (physics) , parametric statistics , computer science , economic dispatch , group (periodic table) , pareto optimal , scheme (mathematics) , multi objective optimization , control theory (sociology) , mathematics , control (management) , mathematical analysis , statistics , physics , geometry , organic chemistry , chemistry , quantum mechanics , artificial intelligence , radiology , medicine
A new practical method is proposed which gives a quasi‐optimal solution of the dynamic load‐dispatching problem formulated by a multiconstraint multiobjective optimization problem. Here, the multiple constraints are rate reserve constraints and power flow ones, and the multiple objectives are fuel cost and CO 2 emission. The proposed method is an integration of the following three techniques: (1) “Group Dispatch Scheme,” which is developed by the authors, is used to satisfy a violated constraint easily. This scheme consists of three steps. The first step is to classify all generators into two groups. One is the group which should be more loaded to satisfy the violated constraint, and the other is the should‐be less loaded group. The second step is to add some load to the former group, and to subtract the same load from the latter. The third step is to dispatch each group load to each groups generators, respectively; (2) the dynamic load‐dispatching algorithm is used which provides, in practical time, quasi‐optimal generation trajectories; (3) the conventional weighting parametric method is used to obtain a Pareto optimal solution of multiobjective problems. The effectiveness of the method is clarified by a computer simulation on the actual power system of Kansai Electric Power Company.