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Traveling Wave Differential Relaying Presented by Jinqian Yu
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Table of Contents 1. IntroductionIntroduction 2. Line model for traveling wavesLine model for traveling waves 3. Traveling waves’ propagation & measurementTraveling waves’ propagation & measurement 4. Differential algorithm based on traveling wavesDifferential algorithm based on traveling waves 5. Feasibility of implementationFeasibility of implementation
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Introduction Basic idea The occurrence of a fault can trigger a series of traveling waves which contain the earliest available evidence to a relay that the fault has taken place. It is possible to design a differential relay scheme based on traveling waves. Advantages Ultra-high speed Less susceptible by system transient phenomenon
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Line model for traveling waves Distributed parameter model → Solution (lossless line) Where v is surge velocity z is surge impedance
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Traveling waves propagation & measurement k is reflection coefficients, such that The reflection coefficient at fault location is -1
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Measurement Sending end → Receiving end → F and f denote forward wave and backward wave respectively
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Differential algorithm based on traveling waves →
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Derive the Bergeron’s equations In a healthy line, it takes time T= d/v that a forward wave from terminal S travel to terminal R where the wave is regarded as backward wave. Use these equations and take t = t – T in equations in last slide, we get the Bergeron’s equation:
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Feasibility issues Though Bergeron’s equations always hold if there is no internal fault between two terminals of a line and this differential relaying scheme seems foolproof, some problems still remain unsolved. 1.The relay has to rely on a narrow window of available data to make a decision. 2.It is difficult to recognize and capture the data carried by wavefront as it travels at such a high speed. 3.Data acquisition system must be high bandwidth to obtain the high-frequency content of traveling waves.
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Conclusion Differential relaying based only traveling waves is just one of those relatively new scheme using traveling waves. In theory, it has demonstrated the possibility of ultra-high speed for a relay. However, some technical issues need to be solved before implementation. Traveling wave differential relaying is still an interesting technique and worth our attention.
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Reference [1] Tagaki, T., Baba, J.I., Uemura, K. and Sakaguchi, T. Fault protection based on traveling wave theory, Part 1–Theory. Electrical Engineering in Japan, Vol. 98, No. 1, 1978. [2] Tagaki, T., Baba, J.I., Uemura, K. and Sakaguchi, T. Fault protection based on traveling wave theory, Part 2–Sensitivity analysis and laboratory test, IEEE paper No. A 78, pp. 220-226, 1978. [3] Dommel, H.W. and Michels, J.M., High speed relaying using traveling waves transient analysis, IEEE paper No. A78, pp 214-219, 1978. [4] Bewley, L.V., Traveling Waves on Transmission Systems, John Wiley & Sons, Inc. New York, 1963. [5] Chamia, M. and Liberman, S. Ultra high speed relay for EHV/UHV transmission lines – development, design and application, IEEE Trans, on PAS, vol. PAS-97, No. 6, pp. 2104-2116, 1978. [6] Mansour, M.M and Swift, G.W., A multi-microprocessor based traveling wave relay – Theory and realization, IEEE Trans. Vol. PWRD-1, No. 1, 1986. [7] Bollen, M.H.J. and Kerston, W.F.J., Traveling-wave-based protection: directional, differential or distance? Proc 10th Power Systems Computation Conf., 1990.
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[8] Bollen, M.H.J. Traveling-wave-based protection of double-circuit lines. IEE Proceedings-C, Vol. 140, No. 1, 1993. [9] Arun G. Phadke, James S. Thorp. Computer relaying for power systems, John Wiley & Sons, Inc, New York, pp 254-280, 2009. [10] Zecun Zhou. High voltage technology, China electric power press, pp. 141-166. 2003.
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Thank you! Q&A
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