2011
DOI: 10.1109/tasc.2011.2129518
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Analysis of Energy Dissipation in Resistive Superconducting Fault-Current Limiters for Optimal Power System Performance

Abstract: Fault levels in electrical distribution systems are rising due to the increasing presence of distributed generation (DG) and this rising trend is expected to continue in the future. Superconducting fault current limiters (SFCLs) are a promising solution to this problem. This paper describes factors that govern the selection of the optimal SFCL resistance. The total energy dissipated in an SFCL during a fault is particularly important for estimating the recovery time of the SFCL; the recovery time affects the d… Show more

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Cited by 31 publications
(15 citation statements)
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“…The rough estimation for the RSFCL size can be achieved based on design details of the RSFCL projects in the worldwide [35]. Accordingly in this paper, the RSFCL module installed in the transmission system with voltage rate of 34.5 kV and power rate of 50 MVA would be much less than 4 m in both diameter and height.…”
Section: Economic Feasibility Of the Rsfclmentioning
confidence: 99%
“…The rough estimation for the RSFCL size can be achieved based on design details of the RSFCL projects in the worldwide [35]. Accordingly in this paper, the RSFCL module installed in the transmission system with voltage rate of 34.5 kV and power rate of 50 MVA would be much less than 4 m in both diameter and height.…”
Section: Economic Feasibility Of the Rsfclmentioning
confidence: 99%
“…In practice, although the wire diameter cannot be modified after fabrication, one can connect several wires in parallel to achieve the expected current limiting performance (Blair et al. 2011), which allows us to use the previous approaches.…”
Section: Sfcls and Topology Of The Power Systemmentioning
confidence: 99%
“…In this description (9), three possible states for superconductor are; 1) superconducting state at a temperature and a current under the critical rate; 2) flux flow state at a current over the critical value but temperature under the critical rate; and 3) normal conductive state at a temperature higher the critical amount. The total fault energy, Q sc dissipated in the HTS tapes is calculated using (10), where ∆t sc is the duration of the fault [20]. …”
Section: Electro-thermal Modeling Of a Rsfclmentioning
confidence: 99%