Binary glowworm swarm optimization for unit commitment

This paper proposes a new algorithm-binary glowworm swarm optimization (BGSO) to solve the unit commitment (UC) problem. After a certain quantity of initial feasible solutions is obtained by using the priority list and the decommitment of redundant unit, BGSO is applied to optimize the on/off state...

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Main Authors: Mingwei Li, Xu Wang, Yu Gong, Yangyang Liu, Chuanwen Jiang
Format: Article
Language:English
Published: IEEE 2014-01-01
Series:Journal of Modern Power Systems and Clean Energy
Subjects:
Online Access:https://ieeexplore.ieee.org/document/9005371/
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spelling doaj-d3e6083bdee1481da8fb5ca5c3fc57cb2021-04-23T16:08:43ZengIEEEJournal of Modern Power Systems and Clean Energy2196-54202014-01-012435736510.1007/s40565-014-0084-99005371Binary glowworm swarm optimization for unit commitmentMingwei Li0Xu Wang1Yu Gong2Yangyang Liu3Chuanwen Jiang4Shanghai Jiao Tong University,Department of Electrical Engineering,Shanghai,China,200240Shanghai Jiao Tong University,Department of Electrical Engineering,Shanghai,China,200240Shanghai Jiao Tong University,Department of Electrical Engineering,Shanghai,China,200240Shanghai Jiao Tong University,Department of Electrical Engineering,Shanghai,China,200240Shanghai Jiao Tong University,Department of Electrical Engineering,Shanghai,China,200240This paper proposes a new algorithm-binary glowworm swarm optimization (BGSO) to solve the unit commitment (UC) problem. After a certain quantity of initial feasible solutions is obtained by using the priority list and the decommitment of redundant unit, BGSO is applied to optimize the on/off state of the unit, and the Lambda-iteration method is adopted to solve the economic dispatch problem. In the iterative process, the solutions that do not satisfy all the constraints are adjusted by the correction method. Furthermore, different adjustment techniques such as conversion from cold start to hot start, decommitment of redundant unit, are adopted to avoid falling into local optimal solution and to keep the diversity of the feasible solutions. The proposed BGSO is tested on the power system in the range of 10–140 generating units for a 24-h scheduling period and compared to quantum-inspired evolutionary algorithm (QEA), improved binary particle swarm optimization (IBPSO) and mixed integer programming (MIP). Simulated results distinctly show that BGSO is very competent in solving the UC problem in comparison to the previously reported algorithms.https://ieeexplore.ieee.org/document/9005371/Binary glowworm swarm optimizationCorrection methodPriority listUnit commitment
collection DOAJ
language English
format Article
sources DOAJ
author Mingwei Li
Xu Wang
Yu Gong
Yangyang Liu
Chuanwen Jiang
spellingShingle Mingwei Li
Xu Wang
Yu Gong
Yangyang Liu
Chuanwen Jiang
Binary glowworm swarm optimization for unit commitment
Journal of Modern Power Systems and Clean Energy
Binary glowworm swarm optimization
Correction method
Priority list
Unit commitment
author_facet Mingwei Li
Xu Wang
Yu Gong
Yangyang Liu
Chuanwen Jiang
author_sort Mingwei Li
title Binary glowworm swarm optimization for unit commitment
title_short Binary glowworm swarm optimization for unit commitment
title_full Binary glowworm swarm optimization for unit commitment
title_fullStr Binary glowworm swarm optimization for unit commitment
title_full_unstemmed Binary glowworm swarm optimization for unit commitment
title_sort binary glowworm swarm optimization for unit commitment
publisher IEEE
series Journal of Modern Power Systems and Clean Energy
issn 2196-5420
publishDate 2014-01-01
description This paper proposes a new algorithm-binary glowworm swarm optimization (BGSO) to solve the unit commitment (UC) problem. After a certain quantity of initial feasible solutions is obtained by using the priority list and the decommitment of redundant unit, BGSO is applied to optimize the on/off state of the unit, and the Lambda-iteration method is adopted to solve the economic dispatch problem. In the iterative process, the solutions that do not satisfy all the constraints are adjusted by the correction method. Furthermore, different adjustment techniques such as conversion from cold start to hot start, decommitment of redundant unit, are adopted to avoid falling into local optimal solution and to keep the diversity of the feasible solutions. The proposed BGSO is tested on the power system in the range of 10–140 generating units for a 24-h scheduling period and compared to quantum-inspired evolutionary algorithm (QEA), improved binary particle swarm optimization (IBPSO) and mixed integer programming (MIP). Simulated results distinctly show that BGSO is very competent in solving the UC problem in comparison to the previously reported algorithms.
topic Binary glowworm swarm optimization
Correction method
Priority list
Unit commitment
url https://ieeexplore.ieee.org/document/9005371/
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