Page 5 - Mathematical Models and Algorithms for Power System Optimization
P. 5

Abstract





               A number of mathematical models and algorithms are presented in this book for solving the
               practical problems in planning, operation, control, and marketing decisions for power systems.
               It focuses on economic dispatching, generator maintenance scheduling, load flow, optimal load
               flow, load optimization, reactive optimization, load frequency control, transient stability, and
               electricity marketing where mathematical models are transformed into relatively standard
               optimization models to make optimization applications possible. The optimization models
               discussed include linear (0–1, integer, mixed-integer), nonlinear, mixed integer, and nonlinear
               mixed integer models. Both numerical and non-numerical optimization algorithms are used in
               this book, the former (mathematical programming approachs) includes linear programming,
               nonlinear programming, mixed integer programming and dynamic programming, the latter
               (rules based approaches) includes Genetic Algorithm (GA), Simulated Annealing (SA), and
               Expert System (ES). Based on the authors’ extensive research experience in developing models
               and algorithms for power system optimization, this book also provides an in-depth analysis of
               some practical modeling techniques which are seldom explained comprehensively in the
               existing textbooks, both from theoretical and practical standpoints, for example, validity testing
               of data, type setting of variables, special setting of limit values of variables, special setting of
               constraints, and preprocessing of parameter and data. These techniques can be effectively
               applied to the modeling of power system optimization problems. Therefore, the readers of
               Mathematical Models and Algorithms for Power System Optimization will gain important
               insights into: how to transform the practical problems into mathematical models, how to
               develop the standard optimal mathematical models and utilize commercially available and
               reliable programming software, how to deal with various issues that affect the performance of a
               model, and how to evaluate the effectiveness of the models.

               The authors hope that the ideas and practices of the modeling techniques presented in this
               book will be informative and helpful for the future modeling research on power systems. This
               book will be a useful reference for those in universities and research institutes who are
               actively engaged in power system optimization.









                                                       xiii
   1   2   3   4   5   6   7   8   9   10