Conditions for almost global stability of an operating point of a realistic model of a synchronous generator with constant field current connected to an infinite bus are derived. The analysis is conducted by employing the recently proposed concept of input-to-state stability (ISS)–Leonov functions, which is an extension of the powerful cell structure principle developed by Leonov and Noldus to the ISS framework. Compared with the original ideas of Leonov and Noldus, the ISS–Leonov approach has the advantage of providing additional robustness guarantees. The efficiency of the derived sufficient conditions is illustrated via numerical experiments
The stability of a system is its ability to return to normal or stable operation after having been s...
Power system dynamic stability is one of key issues system engineers face. Oscillations that regular...
International audienceSufficient conditions for almost global synchronization of second-order multi-...
International audienceConditions for almost global stability of an operating point of a realistic mo...
Conditions for existence and global attractivity of the equilibria of a realistic model of a synchro...
The problem of deriving verifiable conditions for stability of the equilibria of a realistic model o...
Various control schemes are presented in this thesis for dealing with the problems which arise from ...
Power-system stability is a term applied to alternating-current electric power systems, denoting a c...
Automatic generation control (AGC) is one of the oldest and most important feedback control systems ...
The paper addresses the stability of modern voltage-source-converter-dominated power systems, which ...
Electrical power-grid system stability is essential to provide robust power to allconsumers. The mod...
Abstract—We discuss the concept of input-to-state stability in dynamical systems and its application...
Thesis: Ph. D., Massachusetts Institute of Technology, Department of Mechanical Engineering, 2018.Ca...
2009 International Symposium on Nonlinear Theory and its Applications NOLTA'09, Sapporo, Japan, Octo...
We study a class of matrices with a rank-1 interconnection structure, and derive a simple necessary ...
The stability of a system is its ability to return to normal or stable operation after having been s...
Power system dynamic stability is one of key issues system engineers face. Oscillations that regular...
International audienceSufficient conditions for almost global synchronization of second-order multi-...
International audienceConditions for almost global stability of an operating point of a realistic mo...
Conditions for existence and global attractivity of the equilibria of a realistic model of a synchro...
The problem of deriving verifiable conditions for stability of the equilibria of a realistic model o...
Various control schemes are presented in this thesis for dealing with the problems which arise from ...
Power-system stability is a term applied to alternating-current electric power systems, denoting a c...
Automatic generation control (AGC) is one of the oldest and most important feedback control systems ...
The paper addresses the stability of modern voltage-source-converter-dominated power systems, which ...
Electrical power-grid system stability is essential to provide robust power to allconsumers. The mod...
Abstract—We discuss the concept of input-to-state stability in dynamical systems and its application...
Thesis: Ph. D., Massachusetts Institute of Technology, Department of Mechanical Engineering, 2018.Ca...
2009 International Symposium on Nonlinear Theory and its Applications NOLTA'09, Sapporo, Japan, Octo...
We study a class of matrices with a rank-1 interconnection structure, and derive a simple necessary ...
The stability of a system is its ability to return to normal or stable operation after having been s...
Power system dynamic stability is one of key issues system engineers face. Oscillations that regular...
International audienceSufficient conditions for almost global synchronization of second-order multi-...