This paper discusses modelling and theoretical issues associated with voltage and angle stability of power systems. A time-scale decomposition is performed to illustrate how the critical modes can be identified with reduced-order models and the bifurcation phenomena can be explained with these low order models. Examples are given for single and multi-machine systems
Lyapunov stability results are given for differential/algebraic models of power systems which includ...
Stability at critical load levels is analyzed using Hopf bifurcation theory. The authors consider th...
In this thesis, eigenvalue algorithms used in the commercial software packages (AESOPS and PEALS) to...
This paper discusses modelling and theoretical issues associated with voltage and angle stability of...
We investigate the interplay of rotor-angle and voltage stability in electric power systems. To this...
The paper presents an integrated analysis of power systems, combining both angle and voltage stabili...
This paper is a presentation of the more important aspects of power system stability. The power-angl...
Before the restructuring of the electricity industry adequate redundancy was built into power system...
Voltage stability is indeed a dynamic problem. Dynamic analysis is important for a better understand...
This paper discusses the relationships between types of bifurcations in power systems and their expe...
Complex nonlinear phenomena are investigated in a basic power system model of the single-machine-inf...
Several voltage collapses have had a period of slowly decreasing voltage followed by an accelerating...
Both Angle and voltage stability are discussed in the context of the energy function approach. It is...
The authors present preliminary results in a program aimed at energy function analysis of transient ...
Abstract: The objective of this paper is to investigate and understand the stability of power system...
Lyapunov stability results are given for differential/algebraic models of power systems which includ...
Stability at critical load levels is analyzed using Hopf bifurcation theory. The authors consider th...
In this thesis, eigenvalue algorithms used in the commercial software packages (AESOPS and PEALS) to...
This paper discusses modelling and theoretical issues associated with voltage and angle stability of...
We investigate the interplay of rotor-angle and voltage stability in electric power systems. To this...
The paper presents an integrated analysis of power systems, combining both angle and voltage stabili...
This paper is a presentation of the more important aspects of power system stability. The power-angl...
Before the restructuring of the electricity industry adequate redundancy was built into power system...
Voltage stability is indeed a dynamic problem. Dynamic analysis is important for a better understand...
This paper discusses the relationships between types of bifurcations in power systems and their expe...
Complex nonlinear phenomena are investigated in a basic power system model of the single-machine-inf...
Several voltage collapses have had a period of slowly decreasing voltage followed by an accelerating...
Both Angle and voltage stability are discussed in the context of the energy function approach. It is...
The authors present preliminary results in a program aimed at energy function analysis of transient ...
Abstract: The objective of this paper is to investigate and understand the stability of power system...
Lyapunov stability results are given for differential/algebraic models of power systems which includ...
Stability at critical load levels is analyzed using Hopf bifurcation theory. The authors consider th...
In this thesis, eigenvalue algorithms used in the commercial software packages (AESOPS and PEALS) to...
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