AAAAAA
Results:
1-15
|
Results: 15
Authors:
NI Y
VITTAL V
KLIEMANN W
Citation: Y. Ni et al., SYSTEM SEPARATION MECHANISM IN THE NEIGHBORHOOD OF A RELEVANT TYPE-N UEP USING THE NORMAL-FORM OF VECTOR-FIELDS, IEE proceedings. Generation, transmission and distribution, 145(2), 1998, pp. 139-144
Authors:
VITTAL V
KLIEMANN W
NI YX
CHAPMAN DG
SILK AD
SOBAJIC DJ
Citation: V. Vittal et al., DETERMINATION OF GENERATOR GROUPINGS FOR AN ISLANDING SCHEME IN THE MANITOBA HYDRO SYSTEM USING THE METHOD OF NORMAL FORMS, IEEE transactions on power systems, 13(4), 1998, pp. 1345-1351
Authors:
JANG G
VITTAL V
KLIEMANN W
Citation: G. Jang et al., EFFECT OF NONLINEAR MODAL INTERACTION ON CONTROL PERFORMANCE - USE OFNORMAL FORMS TECHNIQUE IN CONTROL DESIGN - PART I - GENERAL-THEORY AND PROCEDURE, IEEE transactions on power systems, 13(2), 1998, pp. 401-407
Authors:
JANG G
VITTAL V
KLIEMANN W
Citation: G. Jang et al., EFFECT OF NONLINEAR MODAL INTERACTION ON CONTROL PERFORMANCE - USE OFNORMAL FORMS TECHNIQUE IN CONTROL DESIGN - PART II - CASE-STUDIES, IEEE transactions on power systems, 13(2), 1998, pp. 408-413
Authors:
THAPAR J
VITTAL V
KLIEMANN W
FOUAD AA
Citation: J. Thapar et al., APPLICATION OF THE NORMAL-FORM OF VECTOR-FIELDS TO PREDICT INTERAREA SEPARATION IN POWER-SYSTEMS, IEEE transactions on power systems, 12(2), 1997, pp. 844-850
Authors:
TREINEN RT
VITTAL V
KLIEMANN W
Citation: Rt. Treinen et al., AN IMPROVED TECHNIQUE TO DETERMINE THE CONTROLLING UNSTABLE EQUILIBRIUM-POINT IN A POWER-SYSTEM, IEEE transactions on circuits and systems. 1, Fundamental theory andapplications, 43(4), 1996, pp. 313-323
Authors:
NI YX
VITTAL V
KLIEMANN W
FOUAD AA
Citation: Yx. Ni et al., NONLINEAR MODAL INTERACTION IN HVDC AC POWER-SYSTEMS WITH DC POWER MODULATION/, IEEE transactions on power systems, 11(4), 1996, pp. 2011-2017
Authors:
LIN CM
VITTAL V
KLIEMANN W
FOUAD AA
Citation: Cm. Lin et al., INVESTIGATION OF MODAL INTERACTION AND ITS EFFECTS ON CONTROL PERFORMANCE IN STRESSED POWER-SYSTEMS USING NORMAL FORMS OF VECTOR-FIELDS, IEEE transactions on power systems, 11(2), 1996, pp. 781-787
Authors:
COLONIUS F
DELARUBIA F
KLIEMANN W
Citation: F. Colonius et al., STOCHASTIC-MODELS WITH MULTISTABILITY AND EXTINCTION LEVELS, SIAM journal on applied mathematics, 56(3), 1996, pp. 919-945
Authors:
COLONIUS F
KLIEMANN W
Citation: F. Colonius et W. Kliemann, THE MORSE SPECTRUM OF LINEAR FLOWS ON VECTOR-BUNDLES, Transactions of the American Mathematical Society, 348(11), 1996, pp. 4355-4388
Authors:
COLONIUS F
KLIEMANN W
Citation: F. Colonius et W. Kliemann, THE LYAPUNOV SPECTRUM OF FAMILIES OF TIME-VARYING MATRICES, Transactions of the American Mathematical Society, 348(11), 1996, pp. 4389-4408
Authors:
COLONIUS F
KLIEMANN W
Citation: F. Colonius et W. Kliemann, CONTROLLABILITY AND STABILIZATION OF ONE-DIMENSIONAL SYSTEMS NEAR BIFURCATION POINTS, Systems & control letters, 24(2), 1995, pp. 87-95
Authors:
UEMURA E
CARRIQUIRY A
KLIEMANN W
GOODWIN J
Citation: E. Uemura et al., MATHEMATICAL-MODELING OF DENDRITIC GROWTH IN-VITRO, Brain research, 671(2), 1995, pp. 187-194
Authors:
COLONIUS F
KLIEMANN W
Citation: F. Colonius et W. Kliemann, RANDOM PERTURBATIONS OF BIFURCATION DIAGRAMS, Nonlinear dynamics, 5(3), 1994, pp. 353-373
Authors:
COLONIUS F
KLIEMANN W
Citation: F. Colonius et W. Kliemann, LIMIT BEHAVIOR AND GENERICITY FOR NONLINEAR CONTROL-SYSTEMS, Journal of differential equations, 109(1), 1994, pp. 8-41
Risultati:
1-15
|