Hd. Chiang et Cc. Chu, THEORETICAL FOUNDATION OF THE BCU METHOD FOR DIRECT STABILITY ANALYSIS OF NETWORK-REDUCTION POWER-SYSTEM MODELS WITH SMALL TRANSFER-CONDUCTANCES, IEEE transactions on circuits and systems. 1, Fundamental theory andapplications, 42(5), 1995, pp. 252-265
The controlling unstable equilibrium point (u.e.p.) method is consider
ed to be the most viable for direct stability analysis of practical po
wer systems, The success of the controlling u.e.p. method, however, hi
nges upon its ability to fmd the (correct) controlling u.e.p. Recently
, a systematic method, called boundary of stability region based contr
olling unstable equilibrium point method (BCU method), to find the con
trolling u.e.p. was developed, The BCU method has been evaluated in a
large-scale power system and it compared favorably with other methods
in terms of its reliability and the required computational efforts, In
this paper, a theoretical foundation of the BCU method for the networ
k-reduction classical machine stability model is developed, Sufficient
conditions for the BCU method to find the correct controlling u.e.p.
relative to a given fault are derived.