Journal of Modern Power Systems and Clean Energy

ISSN 2196-5625 CN 32-1884/TK

Phasor Measurement Unit Incorporated Adaptive Out-of-step Protection of Synchronous Generator
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1.Department of Electrical Engineering, Sarvajanik College of Engineering and Technology, Surat-395001, India;2.Gujarat Technological University, Ahmedabad-382424, India;3.Department of Electrical Engineering, G. H. Patel College of Engineering and Technology, Anand-388120, India

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    Abstract:

    The existing out-of-step (OOS) protection schemes have proven to be deficient in the prevention of significant outages. OOS protection schemes must not operate in stable power swing, and rapidly isolate an asynchronous generator or group of generators from the rest of the power system in case of unstable power swing. The paper proposes a novel phasor measurement unit (PMU) incorporating a polygon-shaped graphical algorithm for OOS protection of the synchronous generator. The unique PMU-based logic works further to classify the type of swing once the graphical scheme detects it, which can identify the complex power swing produced in the modern power system. The proposed algorithm can take the correct relaying decision in the event of power swing due to renewable energy integration, load encroachment, and transient faults. In this paper, the original and modified Kundur two-area system with a power system stabilizer (PSS) is used to test the proposed algorithm. In the end, it provides assessment results of the proposed relay on the Indian power system during the blackout in July 2012. The results demonstrate that the proposed algorithm is fast, accurate, and adaptive in the modern power system and shows better performance than the existing OOS protection schemes.

    表 1 Table 1
    表 3 Table 3
    表 5 Table 5
    表 2 Table 2
    图1 PMU incorporated polygon-shaped OOS protection system.Fig.1
    图3 Polygon-shaped graphical characteristic of proposed algorithm.Fig.3
    图4 A Kundur two-area system (test system).Fig.4
    图5 Flowchart of proposed PMU-incorporated polygon-shaped OOS protection algorithm.Fig.5
    图7 Impedance trajectory of unstable power swing.Fig.7
    图8 Stable system after pole slipping.Fig.8
    图10 Rotor angle deviation during power swing due to LG, LL, and LLL faults.Fig.10
    图11 A modified Kundur two-area system.Fig.11
    图12 Antecedent condition of Indian power grid on July 30, 2012.Fig.12
    图13 Real PMU measurement on July 30, 2012.Fig.13
    图14 Impedance trajectory at different levels of renewable power penetration.Fig.14
    图15 Impedance trajectory for LG fault in proposed algorithm and DB scheme of unstable swing. (a) Proposed algorithm. (b) DB scheme.Fig.15
    图16 Impedance trajectory for LL fault of unstable swing.Fig.16
    图17 Untrue operation of DB scheme in stable power swing due to LL fault.Fig.17
    图18 Tripping time comparison with DB scheme when swing center arises inside generator.Fig.18
    图2 θ1, θ2, and θ in variation with time during an event of unstable power swing.Fig.2
    图6 Impedance trajectory of stable power swing due to swing center arising near GTU of G1.Fig.6
    图9 Frequency and df/dt detection in variation with time.Fig.9
    表 6 Table 6
    表 4 Table 4
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History
  • Received:April 30,2020
  • Revised:
  • Adopted:
  • Online: September 28,2021
  • Published: