Article ID Journal Published Year Pages File Type
704569 Electric Power Systems Research 2016 11 Pages PDF
Abstract

•We model the operation of a hydropower producer in deregulated electric systems.•The optimal solution can be utilized in the day-ahead and secondary reserve markets.•Head-dependency is taken into account in power generation and regulation reserves.•Real-time use of reserves is protected against risk of water unavailability.•Total income of a hydropower producer increases with the proposed operation.

Hydropower stands out for its fast response ability and flexible operation, playing a predominant role in the provision of regulation reserves. As hydro power is an energy-constrained generation technology, it needs to be protected against any possible deployment of the scheduled reserves. However, the few models that formulate a detailed hourly co-optimization of energy and regulation reserves, neglect infeasibilities that could be derived from the requested reserves in real-time. As the regulation reserve market is becoming increasingly important, hydro producers can no longer neglect such effect. This paper presents a stochastic optimization model to find the optimal hourly schedule of a set of hydraulically coupled hydropower plants to obtain the weekly operation that simultaneously maximizes the expected profit in both energy and regulation reserves markets. The model is formulated for a price-taker agent, and it considers a very detailed representation of the system including minimum–maximum water flows, net head dependency, and fractional water travel time. The main contribution is that the obtained solution protects a multi-reservoir system against risk of water and storage unavailability due to the uncertainty in real-time use of regulation-up and down reserves, respectively, and that the reserves deem the net head dependency. The paper presents a realistic case study where the proposed formulation has been tested successfully with real data from the Spanish electricity market.

Related Topics
Physical Sciences and Engineering Energy Energy Engineering and Power Technology
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