Predictive out-of-step relay based on equal area criterion and PMU data
Corresponding Author
Bahman Alinezhad
Electrical and Computer Faculty, Shahid Beheshti University, Tehran, Iran
Correspondence
Bahman Alinezhad, Electrical and Computer Faculty, Shahid Beheshti University, Evin, Tehran, Iran.
Email: [email protected]
Search for more papers by this authorHossein Kazemi Karegar
Electrical and Computer Faculty, Shahid Beheshti University, Tehran, Iran
Search for more papers by this authorCorresponding Author
Bahman Alinezhad
Electrical and Computer Faculty, Shahid Beheshti University, Tehran, Iran
Correspondence
Bahman Alinezhad, Electrical and Computer Faculty, Shahid Beheshti University, Evin, Tehran, Iran.
Email: [email protected]
Search for more papers by this authorHossein Kazemi Karegar
Electrical and Computer Faculty, Shahid Beheshti University, Tehran, Iran
Search for more papers by this authorSummary
This paper proposes a novel-predictive and setting-free out-of-step protection technique based on synchronized phasor measurements and equal area criterion. Generator instability is predicted by comparing the acceleration and deceleration areas corresponding to the fault and postfault conditions, respectively. For each generator, the acceleration area during fault condition is calculated directly using the generator output power and rotor angle in real time. As soon as the fault is cleared, the deceleration area is predicted based on estimating the postfault Thévenin equivalent of the power network. The proposed technique is verified on the New England 39-bus test network. The effect of the proposed technique on improvement of the power network stability is compared with that of the well-known impedance-based out-of-step relay.
REFERENCES
- 1Mariotto L, Pinheiro H, Cardoso JRG, et al. Power systems transient stability indices: an algorithm based on equivalent clusters of coherent generators. IET Generation Transmission and Distribution. 2010; 4(11): 1223–1235.
- 2Kundur P, Paserba J, Ajjarapu V, et al. IEEE/CIGRE joint task force on stability terms and definitions: definition and classification of power system stability. IEEE Transactions on Power Apparatus and Systems. 2004; 19(3): 1387–1401.
- 3Redfern MA, Checksfield MJ. A Review of Pole Slipping Protection. Newcastle, UK: IEE Colloquium on Generator Protection; 1996: 6/1–6/9.
- 4Jie Y, Chen CL, Vaidya U. PMU-based monitoring of rotor angle dynamics. IEEE Trans on Power Syst. 2011; 28(4): 2125–2133.
- 5Shuai Z, Jia H, Fang D, et al. Criterion to evaluate power system online transient stability based on adjoint system energy function. IET Generation Transmission and Distribution. 2014; 9(1): 104–112.
- 6Alinejad B, Karegar HK. A novel OOS relay using wide area measurements, 5th Conference on Thermal Power Plants (CTPP), Tehran, 2014; 7-11
- 7Fahd H, Mostafa E, Hossam A, et al. An intelligent wide area synchrophasor based system for predicting and mitigating transient instabilities. IEEE Transactions on Smart Grid. 2012; 3(2): 645–652.
- 8Rajapakse AD, Gomez F, Nanayakkara K, et al. Rotor angle instability prediction using post-disturbance voltage trajectories. IEEE Transactions on Power Apparatus and Systems. 2010; 25(2): 947–956.
- 9Zhang R, Xu Y, Dong ZY, et al. Post-disturbance transient stability assessment of power systems by a self-adaptive intelligent system. IET Generation Transmission and Distribution. 2015; 9(3): 296–305.
- 10Deng H, Zhao J, Zhang Y, et al. Real-time transient instability detection based on perturbed voltage trajectories. Int Trans on Electrical Energy Syst. 2014; 25(6): 1041–1058.
- 11Sobbohi AR, Aghamohammadi MR. A new algorithm for predicting out-of-step condition in large-scale power systems using rotor speed–acceleration. Int Trans on Electrical Energy Systems. 2016; 26(3): 486–508.
- 12Glavic M, Ernst D, Ruiz-Vega D, et al. “ E-SIME- A method for transient stability closed-loop emergency control: achievements and prospects”, Bulk Power System Dynamics and Control, August, 2007, South Carolina, USA
- 13Deng H, Zhao J, Zhang Y, et al. Real-time transient instability detection based on perturbed voltage trajectories. Int. Trans. on Electrical Energy Systems. 2015; 25(6): 1041–1058.
- 14Moaddabi N, Gharehpetian GB. General pre-fault transient stability estimation index using wide area phasor measurements. Int. Trans. on Electrical Energy Systems. 2015; 24(8): 1522–1538.
- 15Siddiqui SA, Verma K, Khaleequr RN, et al. A unified control scheme for power system transient stability enhancement through preventive and emergency control. Int. Trans. on Electrical Energy Systems. 2016; 26(2): 365–383.
- 16Centeno V, Phadke AG, Edris A, et al. An adaptive out of step relay. IEEE Transactions on Power Delivery. 1997; 12(1): 61–71.
- 17Paudyal S, Ramakrishna G, Sachdev MS. Application of equal area criterion conditions in the time domain for OOS protection. IEEE Transactions on Power Delivery. 2010; 25(2): 600–609.
- 18Paudyal S, Ramakrishna G, Sachdev MS. OOS protection using the equal area criterion in time domain-SMIB and 3-machine case studies, IEEE Region 10 Conference TENCON, Hyderabad University, India, 2008: 1-6.
- 19Yan X, Zhao YD, Junhua Z, et al. Trajectory sensitivity analysis on the equivalent one-machine-infinite-bus of multi-machine systems for preventive transient stability control. IET Generation Transmission and Distribution. 2015; 9(3): 276–286.
- 20Bozchalui MC, Sanaye-Pasand M. OOS relaying using phasor measurement unit and equal area criterion, IEEE Pow. India Conf., New Delhi, India, 2006: 1-5.
- 21Segui TC, Anger, G, Brun P. A new implemented pole slipping protection algorithm using the equal area criterion, IEE Int. Conf. Developments in Power Syst. Protection, Amsterdam, Netherlands, 2004; 1(2): 534 - 537.
- 22So K, Heo J, Kim C, et al. OOS detection algorithm using frequency deviation of voltage. IET Generation Transmission and Distribution. 2007; 1(1): 119–126.
- 23Dong Y. Transient stability margin prediction using equal-area criterion. IEE Proc Gener Transm Distrib. 1993; 140-C(2): 96–104.
- 24Fan D, Centeno V. Adaptive OOS protection schemes based on synchro-phasors, IEEE PES General Meeting Conf. & Exposition, 2014: 1-5.
- 25Mcnabb P, Bialek J. A priori transient stability indicator of islanded power systems using extended equal area criterion, IEEE Power and Energy Society General Meeting, San Diego, CA, 2012: 1–7.
- 26Fang L, Jilai Y. Transient stability analysis with equal area criterion directly used to a non-equivalent generator pair, International Conference on Power Engineering, Energy and Electrical Drives, Lisbon, 2009: 386–389.
- 27Wang YJ, Liu CW, Liu YH. A PMU based special protection scheme: a case study of Taiwan power system. Electrical Power and Energy Systems. 2004; 27(3): 1–9.
- 28Songhao Y, Baohui Z. A WAMS information based transient stability real-time detection scheme for a multi-machine system, 12th IET Int. Conf. Develop. Power Syst. Protection, Copenhagen, Denmark, 2014; 1: 1-5.
- 29 Standard for synchrophasor measurements for power systems, IEEE Std C37.118.1™-2011, (Revision of IEEE Std. C37.118™-2005)
- 30 Multifunctional machine protection 7UM62 manual, C53000-G1176-C149-7, Ver. 4.6, 2010: 165-174.
- 31 Generator protection REG650, technical manual, 1MRK 502 034-UEN, Ver. 1.1, 2011: 129-144.
- 32 Phasor measurement unit, MICOM P847, operation manual, P847/EN M/C11, 2009, Chapter 4.
- 33Lloyd GJ. Operation, design and simulation tests for an impedance-based pole slipping algorithm, IEE Int. Conf. Developments in Power Syst. Protection, Amsterdam, Netherlands, 2004; 1(2): 559–562.