Multi-scenario microgrid optimization using an evolutionary multi-objective algorithm
Multi-scenario microgrid optimization arises regularly in real life. It refers to finding optimal scheduling strategies of a microgrid under multiple scenarios where each scenario corresponds to a specific working condition. For example, in an industrial park, there are often many users with differe...
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Veröffentlicht in: | Swarm and evolutionary computation 2019-11, Vol.50, p.100570, Article 100570 |
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Sprache: | eng |
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Zusammenfassung: | Multi-scenario microgrid optimization arises regularly in real life. It refers to finding optimal scheduling strategies of a microgrid under multiple scenarios where each scenario corresponds to a specific working condition. For example, in an industrial park, there are often many users with different load demands. We need to efficiently find the optimal scheduling strategies for all users. The easiest way is to conduct the operation search for each user separately, which however, is obviously inefficient. Inspired by the underlying parallelism of evolutionary multi-objective optimization (EMO), this study proposes to optimize all scenarios simultaneously, i.e., finding the optimal scheduling strategies for all users in a single algorithm run. Specifically, the multi-scenario microgrid optimization problem is transformed into a bi-objective problem in which one objective is to minimize the number of scenarios and the other is to minimize the overall cost of the microgrid. The bi-objective problem is then solved by a typical EMO algorithm. The obtained Pareto optimal solutions correspond to the optimal scheduling strategies for different scenarios. Experimental results show that the proposed method is both effective and efficient, and can find more appropriate scheduling strategies than dealing with each scenario individually.
•An effective bi-objective model is initially constructed for the micro-grid multi-scenarios.•A scalable method is proposed for multi-scenario problems. Its great scalability allows the method to handle much more real-world problems.•By collaboratively addressing multiple scenarios in a single run, the effectiveness and efficiency of the optimizer is greatly enhanced. |
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ISSN: | 2210-6502 |
DOI: | 10.1016/j.swevo.2019.100570 |