Abstract
Taking into account both market benefits and power grid demand is one of the main challenges for cascade hydropower stations trading on electricity markets and secluding operation plan. This study develops a multi-objective optimal operation model for the long-term operation of cascade hydropower in different markets. Two objectives were formulated for economics benefits and carryover energy storage. One was to maximize the market utility value based on portfolio theory, for which conditional value at risk (CVaR) was applied to measure the risk of multi-markets. Another was the maximization of energy storage at the end of a year. The model was solved efficiently through a multi-objective particle swarm optimization (MOPSO). Under the framework of the MOPSO, the chaotic mutation search mechanism and elite individual retention mechanism were introduced to diversify and accelerate the non-inferior solution sets. Lastly, a dynamic updating of archives was established to collect the non-inferior solution. The proposed model was implemented on the hydropower plants on the Lancang River, which traded on the Yunnan Electricity Market (YEM). The results demonstrated non-inferior solution sets in wet, normal and dry years. A comparison in solution sets revealed an imbalanced mutual restriction between objectives, such that a 2.65 billion CNY increase in market utility costs a 13.96 billion kWh decrease in energy storage. In addition, the non-inferior solution provided various schemes for actual demands based on other evaluating indexes such as the minimum output, power generation and spillage.
Funder
the Fundamental Research Funds for the Central Universities
Subject
Energy (miscellaneous),Energy Engineering and Power Technology,Renewable Energy, Sustainability and the Environment,Electrical and Electronic Engineering,Control and Optimization,Engineering (miscellaneous),Building and Construction
Reference37 articles.
1. Application of decision trees to the determination of the year-end level of a carryover storage reservoir based on the iterative dichotomizer 3;Zhang;Int. J. Electr. Power Energy Syst.,2015
2. Long-term optimal operation of cascade hydropower stations based on the utility function of the carryover potential energy;Tan;J. Hydrol.,2020
3. Multiobjective optimal operations for an interprovincial hydropower system considering peak-shaving demands;Shen;Renew. Sustain. Energy Rev.,2020
4. The Optimal Operation Method of Multi-reservoir System Under the Cascade Storage Energy Control;Niu;Proc. Chin. Soc. Electr. Eng.,2017
5. A long-term scheduling model for stored energy maximization of Three Gorges cascade hydroelectric stations and its decomposition algorithm;Zeng;Power Syst. Technol.,2004