Anomalous Stability Behavior of Synchronous Machine With High Impedance Faults

It is generally believed that following a fault, the system remains stable as long as the fault is cleared within a “critical clearing time” or CCT. This letter shows that when there is a high impedance resistive fault, there are later intervals such that if the fault is cleared within these intervals of time, the system is still stable notwithstanding that the clearing time is now larger than the conventionally calculated CCT. The results are obtained precisely using digital simulation and explained qualitatively using the equal area criterion.

[1]  Louis Wehenkel,et al.  First- and multi-swing transient stability limits of a longitudinal system using the SIME method , 1996, Proceedings of 8th Mediterranean Electrotechnical Conference on Industrial Applications in Power Systems, Computer Science and Telecommunications (MELECON 96).

[2]  Yun Zou,et al.  An Improved Iterative Method for Assessment of Multi-Swing Transient Stability Limit , 2011, IEEE Transactions on Power Systems.