An application of the multirate method to differential and algebraic equations (DAEs) is discussed in this paper. Based on the specific formulation of the power systems algebraic equations, an effective algebraic variable partitioning strategy is developed and implemented. The application of the partitioning strategy to an example power system provides validation of the proposed partitioning strategy in terms of speed-up and accuracy
The time evolution of power systems is modeled by a system of differential and algebraic equations. ...
peer reviewedThis paper proposes a Schur complement-based Domain Decomposition Method to accelerate ...
This thesis reports the continuing effort towards establishing a parallel numerical algorithm known ...
The time evolution of power systems is modeled by systems of differential and algebraic equations (D...
In this paper, the multirate method is introduced to analyse power system behavior for systems with ...
In this paper, the multirate method is introduced to analyze power system behavior including linear ...
In this paper, the multirate method is applied to the problem of simulating the dynamics of a power ...
An efficient approach for the numerical integration of a European power system network model is desc...
Power system transient stability studies are complex and can take a substantial amount of time to si...
This efficient application of any numerical integration method depends on accurate estimation of the...
Several results pertaining to the partitioning of the waveform relaxation (WR) algorithm for dynamic...
AbstractSubunits of coupled technical systems typically behave on differing time scales, which are o...
The (nonlinear) transient analysis of electrical circuit models plays an important role in circuit d...
This dissertation firstly presents beneficial attributes of Voltage Source Converter-based DC (VSC-H...
The time evolution of power systems is modeled by a system of differential and algebraic equations. ...
peer reviewedThis paper proposes a Schur complement-based Domain Decomposition Method to accelerate ...
This thesis reports the continuing effort towards establishing a parallel numerical algorithm known ...
The time evolution of power systems is modeled by systems of differential and algebraic equations (D...
In this paper, the multirate method is introduced to analyse power system behavior for systems with ...
In this paper, the multirate method is introduced to analyze power system behavior including linear ...
In this paper, the multirate method is applied to the problem of simulating the dynamics of a power ...
An efficient approach for the numerical integration of a European power system network model is desc...
Power system transient stability studies are complex and can take a substantial amount of time to si...
This efficient application of any numerical integration method depends on accurate estimation of the...
Several results pertaining to the partitioning of the waveform relaxation (WR) algorithm for dynamic...
AbstractSubunits of coupled technical systems typically behave on differing time scales, which are o...
The (nonlinear) transient analysis of electrical circuit models plays an important role in circuit d...
This dissertation firstly presents beneficial attributes of Voltage Source Converter-based DC (VSC-H...
The time evolution of power systems is modeled by a system of differential and algebraic equations. ...
peer reviewedThis paper proposes a Schur complement-based Domain Decomposition Method to accelerate ...
This thesis reports the continuing effort towards establishing a parallel numerical algorithm known ...