Multi-scale flexibility assessment of electrical, thermal and gas multi-energy systems based on morphological decomposition

IF 0.5 Q4 ENGINEERING, MULTIDISCIPLINARY
Xiaoqiang Jia, Zhiwei Wang, Songcen Wang, Kaicheng Liu, Xinhe Zhang, Jiajun Zhang
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引用次数: 0

Abstract

The rapid development of renewable energy has also had an impact on the flexibility of multi energy systems such as electricity, heat, and gas. To analyze the flexible characteristics of multi energy systems at multiple time scales, a multi-scale flexibility evaluation method based on morphological decomposition is proposed. The net load curve is decomposed using mathematical morphology methods, and a multi-scale energy storage configuration method based on the flexibility of electric heating systems is proposed. The analysis data shows that the probability of insufficient upward flexibility, margin expectation, and insufficient expectation of the scale weighted flexibility index are 1.12%, 3.98%, and 1.16%, respectively, while the probability of insufficient downward flexibility, margin expectation, and insufficient expectation are 0.73%, 4.54%, and 0.56%, respectively. The introduction of energy storage and controllable load simultaneously results in an overall downward flexibility index of 0.92% for the system. The results indicate that controllable load can improve the economy of system peak shaving, providing more options for energy storage and configuration in multi energy systems.
基于形态分解的电力、热力和燃气多能源系统多尺度灵活性评估
可再生能源的快速发展也对电力、热力和燃气等多能源系统的灵活性产生了影响。为了分析多能源系统在多个时间尺度上的灵活性特征,提出了一种基于形态分解的多尺度灵活性评价方法。利用数学形态学方法对净负荷曲线进行分解,提出了基于电热系统灵活性的多尺度储能配置方法。分析数据显示,规模加权柔性指数的向上柔性不足概率、裕度期望值和期望值不足概率分别为 1.12%、3.98% 和 1.16%,而向下柔性不足概率、裕度期望值和期望值不足概率分别为 0.73%、4.54% 和 0.56%。同时引入储能和可控负荷后,系统的整体向下灵活性指数为 0.92%。结果表明,可控负荷可以提高系统削峰的经济性,为多能源系统的储能和配置提供更多选择。
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来源期刊
CiteScore
0.80
自引率
0.00%
发文量
152
期刊介绍: The major goal of the Journal of Computational Methods in Sciences and Engineering (JCMSE) is the publication of new research results on computational methods in sciences and engineering. Common experience had taught us that computational methods originally developed in a given basic science, e.g. physics, can be of paramount importance to other neighboring sciences, e.g. chemistry, as well as to engineering or technology and, in turn, to society as a whole. This undoubtedly beneficial practice of interdisciplinary interactions will be continuously and systematically encouraged by the JCMSE.
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