S. Ball, E. Barany, S. Schaffer, and K. Wedeward (USA)
Feedback Linearization, Power Networks, Nonlinear Con trol
A method based on differential geometric control theory is presented with the intention to provide insight into how the nodes of a power network can affect each other. We consider a simple model of a power system derived from singular perturbation of the power flow equations. The ac cessibility properties of the model are investigated, and it is shown that for a simple model with chain topology the net work is actually feedback linearizable. The results are illus trated using input/output linearization in a standard IEEE test system with 118 busses.
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