Real-Time Wide-Area Dynamic Monitoring Using Characteristic Ellipsoid Method

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Real-Time Wide-Area Dynamic Monitoring Using Characteristic Ellipsoid Method Funded by DOE through CERTS Presented by Dr. Yuri V. Makarov on behalf of the project team NASPI Meeting Orlando, FL February 29 March 1, 2012

Project Team (in alphabetic order) Mr. Jeff Dagle (P.E., Program Manager, Chief Engineer) Dr. Ruisheng Diao (Research Engineer, decision trees) Dr. Pavel V. Etingov (Senior Research Engineer) Dr. Spenser Hays (Scientist, statistics and forecasting) Dr. Jian Ma, (P.E., Project Lead, Research Engineer) Dr. Yuri V. Makarov (Principal Investigator, Chief Scientist) Mr. Carl H. Miller (Research Engineer) Mr. Mark Morgan (Manager, also has a nice voice). Dr. Tony B. Nguyen (Senior Research Engineer) Dr. Enrico De Tuglie (Assoc. Prof., Politecnico di Bari, Italy) Dr. Ning Zhou (Senior Research Engineer) 2

Acknowledgements DOE, EE Office Philip N. Overholt, DOE Jeffery E. Dagle, PNNL, CERTS PM Dr. Joseph H. Eto, LBNL, CERTS PM Matthew Gardner, Dominion Power, NASPI RITT Chair Alison Silverstein, NASPI Manager Carl H. Imhoff, Manager, Electric Infrastructure Market Sector, PNNL Dale King, Product Line Manager, PNNL 3

Project Overview The objective is to develop a more informative, actionable and predictive phasor-based application. Support: PNNL-LDRD in 2007; and U.S. DOE's Office of Electricity Delivery and Energy Reliability through the Consortium for Electric Reliability Technology Solutions (CERTS) Developed a new CELL methodology and a demonstration tool capable of: Monitoring dynamic behaviors of power systems Identifying system disturbances Providing wide-area situation awareness far beyond a single control area Supplying predictive and actionable information (in progress) DOE Peer Review recommendation Field demonstration (in progress). 4

The Idea of CELL (1) δ A δ B δ C 5

The Idea of CELL (2) δ 1 Volume (Spatial magnitude) Orientation Sudden volume change System disturbance Volume and shape Spread of disturbance Orientation Disturbance location Shape and orientation System s prevailing motions Speed of volume change Generalized damping Trend Size Eccentricity Use decision trees to recognize disturbances and their attributes δ 2 6

The Idea of CELL (3) Non-Disturbed Motion 7

The Idea of CELL (4) Severe Disturbance 8

The Idea of CELL (5) System C moves against A and B 9

The Idea of CELL (6) Systems A and B are oscillate in phase; System C moves opposite 10

Methodology of CELL System behavior trajectory in phasor measurements space the most recent part of the trajectory CELL Trajectory differential and algebraic equations (DAE) DAE single quadratic algebraic equation: dx1 = F1 ( x1, x2,..., xn) dt dx2 = F2 ( x1, x2,..., xn) 2 dt a1 y1 + a2 y... dxn = Fn ( x1, x2,..., xn) dt +... + a Optimization procedure minimize the volume of CELL CELL encloses all recent points of system trajectory Key characteristics of CELL: volume derivative of the volume eccentricity characteristic sizes orientation of axes projection of axes 2 2 n y 2 n = c 11

CELL + DT Methodology Moving from CELL s characteristic to physically meaningful information PMU2 PMU1 PMU measurements PMU1 Characteristic Ellipsoid Decision trees are employed PMU3 PMU2 PMU3 Physically meaningful system events and behaviors: disturbances (type, location, size, etc) generalized damping coherency of motions Layer 1 Layer 2 Event type? duration? Event locations? Knowledge Bases DTs 12

CELL+DT Results Tested on the full WECC operational model: 16,031 buses 3,993 transmission lines 3,216 generators 6,330 transformers Operating conditions 2009 heavy summer base case 25 operating conditions Simulated five type of events at various locations Generator trips: 112 machines Line trips: 117 transmission lines Three-phase faults: 111 bus locations Load loss: 34 loads Shunt switching: 23 locations Over 19K simulations Select only 12 PMUs across WECC to identify types and locations of various events Performance (overall average accuracy) Event types (5 types): 97.48%; Fault locations (9 zones): 99.01% Line trip locations (9 zones): 95.21% Load loss locations (3 zones): 98.24% Generator trip locations (13 zones): 97.86% 13

Predictive CELL (1) Evaluate available security margin Build security region represented as wide area nomograms Calculate the shortest distance to security boundary Build probabilistic CELL Statistical analysis with different confidence levels Calculate CELL s probabilistic characteristic indices Predict future CELL trace (center, shape and orientation) Violation type and probability Places where possible violation may occur Time remaining to violation Propose preventive corrective actions when needed

15 Virtual Reality Representation of the CELL Within the Security Region

Predictive CELL (2) Example: 90% probability forecast interval. Our Example Forecast Interval model 1 to 10 minutes ahead. 9/10 actual values are found within forecast region. 7/10 predicted values within ±0.5 electrical degree of the actual. 16

Predictive CELL (3) Example Forecast Interval Example (cont.): Forecasts updated by minute (after initial 2 hrs). 90% confidence. 10-minute ahead forecasts. Other than one large drop, series within bounds. Detected large deviations this is a signal that the system starts to move strangely or faster. 17

18 GUI Voice + Graphics (in progress)

Publications Y. V. Makarov, J. Ma, E. De Tuglie, J. E. Dagle, P. V. Etingov, and N. Zhou, Characteristic ellipsoid method and its application in power systems Part I: Theory and methodology, IEEE Transactions on Power Systems, 2011. J. Ma, R. Diao, Y. V. Makarov, J. E. Dagle, and P. V. Etingov, Characteristic ellipsoid method and its application in power systems Part II: Building decision trees, IEEE Transactions on Power Systems, 2011. J. Ma, R. Diao, Y. V. Makarov, P. V. Etingov, N. Zhou, and J. E. Dagle, Building decision trees for characteristic ellipsoid method to monitor power system transient behaviors, 2010 IEEE PES GM, Minneapolis, Minnesota, July 25-29, 2010. J. Ma, Y. V. Makarov, and Z. Y. Dong, Phasor measurement unit (PMU) and its application in modern power systems, In Z. Y. Dong & P. Zhang, et al., Emerging Techniques for Power System Analysis, New York: Springer, pp. 147-184, Feb. 2010. Y. V. Makarov, J. Ma, N. Zhou, C. H. Miller, T. B. Nguen, and E. De Tuglie, A new CELL method to monitor power system dynamics, in Proceedings of The 6th Mediterranean Conference and Exhibition on Power Generation, Transmission and Distribution, Thessaloniki, Greece, Nov. 2-5, 2008. Y. V. Makarov, J. Ma, N. Zhou, J. E. Dagle, P. V. Etingov, and E. De Tuglie, Characteristic Ellipsoid Method to Monitor Power Systems Dynamic, PNNL Project Report, PNNL-18025, Prepared for U.S. Department of Energy (DOE), Sep. 2008. J. Ma, Y.V. Makarov, C. H. Miller, and T. B. Nguyen, Use multi-dimensional ellipsoid to monitor dynamic behavior of power systems based on PMU measurement, in Proc. of 2008 IEEE PES GM, Pittsburgh, Pennsylvania, USA, July 20-24, 2008. Y. V. Makarov, J. Ma, N. Zhou, C. Miller, T. Nguen, E. De Tuglie "A CELL method based on PMU measurements for power system dynamic monitoring," Proc. 2008 Intl World Energy System Conference, Iasi, Romania, June 30-July 2, 2008. J. Ma, Chapter 7, Using multi-dimensional ellipsoid to monitor dynamic behavior of power systems, in Advanced Techniques for Power System Stability Analysis, Ph.D Dissertation, The University of Queensland, Australia, Mar. 2008. Y. V. Makarov, C. H. Miller, T. B. Nguyen, and J. Ma, Monitoring of power system dynamic behavior using characteristic ellipsoid method, in Proceeding of The 41th Hawaii International Conference on System Sciences, Hawaii, Jan. 7-10, 2008. Y. V. Makarov, C. H. Miller, T. B. Nguyen, and J. Ma, Characteristic ellipsoid method for monitoring power system dynamic behavior using phasor measurements, in Proceeding of 2007 irep Symposium-Bulk Power System Dynamics and Control - VII, Revitalizing Operational Reliability, Charleston, SC, USA, Aug. 19-24, 2007.

Future Work Operators System PMU Data CELLs Interpretation Rules & Decision Trees Predict Operating Conditions RAS (Remedial Action Scheme) 20

Contact Yuri Makarov Email: yuri.makarov@pnnl.gov Phone: 509 372 4194 21