Setting method on the optimal reclosing time for a permanent fault based on network dynamic variables
Tao Zhang
Abstract
Tao Zhang
Abstract
Based on structure-preserving Topological Energy Function for a multi-machine power system, the feature of line transient energy distributing over a network after a transient fault was analyzed in the paper. Setting method on reclosing time for a permanent fault was proposed, which is based on network dynamic variables. The method can improve transient stability and damp the interconnected power system oscillation. Simulations with a real inter-connected power system were performed to verify the applicability of the method proposed.
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Based on structure-preserving Topological Energy Function for a multi-machine power system, the feature of line transient energy distributing over a network after a transient fault was analyzed in the paper. Setting method on reclosing time for a permanent fault was proposed, which is based on network dynamic variables. The method can improve transient stability and damp the interconnected power system oscillation. Simulations with a real inter-connected power system were performed to verify the applicability of the method proposed.
Key concepts: Transient (computer programming), Electric power system, Fault (geology), Power network, Control theory (sociology), Power (physics), Energy (signal processing), Stability (learning theory)