Abstract
Power ramp estimation has wide ranging implications for wind power plants and power systems which will be the focus of this paper. Power ramps are large swings in power generation within a short time window. This is an important problem in the power system that needs to maintain the load and generation at balance at all times. Any unbalance in the power system leads to price volatility, grid security issues that can create power stability problems that leads to financial losses. In addition, power ramps decrease the lifetime of turbine and increase the operation and maintenance expenses. In this study, power ramps are detected by data mining and optimization. For detection and prediction of power ramps, data mining K means clustering approach and optimisation scoring function approach are implemented [1]. Finally association rules of data mining algorithm is employed to analyze temporal ramp occurrences between wind turbines for both clustering and optimization approaches. Each turbine impact on the other turbines are analyzed as different transactions at each time step. Operational rules based on these transactions are discovered by an Apriori association rule algorithm for operation room decision making. Discovery of association rules from an Apriori algorithm will serve the power system operator for decision making.
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Acknowledgements
We would like to acknowledge the financial support given by Vindforsk and Swedish Energy Agency grant “Bayesian methods for preventive maintenance”. The authors would like to acknowledge the financial support given by Computational Renewables LLC for the duration of this study. The second author, Bahri Uzunoğlu, would like to acknowledge visiting scientist exchange granted at Florida State University, Department of Mathematics with Prof. Yousuff Hussaini in the context of this research.
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Yıldırım, N., Uzunoğlu, B. (2016). Data Mining via Association Rules for Power Ramps Detected by Clustering or Optimization. In: Gavrilova, M., Tan, C., Sourin, A. (eds) Transactions on Computational Science XXVIII. Lecture Notes in Computer Science(), vol 9590. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-662-53090-0_9
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