In this paper we briefly review the basic concepts and assumptions underlying hierarchical control of large-scale electric power systems. In the second part we pose the problem of open access electricity service. As the electric power industry restructures, and various disruptive technologies evolve, it becomes necessary to introduce new models for representing and managing the evolving systems. The emphasis in this paper is on basic information needs for implementing flexible and efficient open access electricity service according to well-defined objectives. In today's literature two extreme information structures are most often considered, i.e. either a fully integrated, or a fully decentralized information structures. Integrated structures do not allow for decentralized decision making, and the decentralized structures have a hard-to-predict performance. To overcome these fundamental problems, we consider in this paper a hybrid information framework which facilitates decentralized decision making by various industry layers; these decisions are then coordinated in minimal ways capable of guaranteeing performance of the system as a whole according to the desired criteria. Multilayered protocols for implementing such hybrid information framework are described. Some recent results are put in the context of the problem of interest, and further open questions are identified. The concepts presented in this paper are potentially generalizable to other network-type infrastructures.
[1]
Marija Ilic-Spong,et al.
Discrete Models of Slow Voltage Dynamics for Under Load Tap-Changing Transformer Coordination
,
1987,
IEEE Power Engineering Review.
[2]
Marija D. Ilic,et al.
Dynamics and control of large electric power systems
,
2000
.
[3]
Marija D. Ilic,et al.
Improved secondary and new tertiary voltage control
,
1995
.
[4]
John Zaborszky,et al.
Fast Contingency Evaluation Using Concentric Relaxation
,
1980,
IEEE Transactions on Power Apparatus and Systems.
[5]
Michael Athans,et al.
A structure-based modeling and control of Electric power systems
,
1997,
Autom..
[6]
R. Fischl,et al.
The no-gain theorem and localized response for the decoupled P - heta power network with active power losses included
,
1985
.
[7]
M. Ilic-Spong,et al.
Localized response performance of the decoupled Q -V network
,
1986
.
[8]
Marija D. Ilić,et al.
A modeling and control framework for operating large-scale electric power systems under present and newly evolving competitive industry structures
,
1995
.
[9]
M. Araki.
Application of M-matrices to the stability problems of composite dynamical systems
,
1975
.
[10]
David Angeli,et al.
Monotone control systems
,
2003,
IEEE Trans. Autom. Control..