使用改进的自组织迁移算法,使带有抽水蓄能水电站和可再生能源发电站的电力系统的总成本最小化和总利润最大化

D. T. Tran, T. M. Phan
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引用次数: 0

摘要

本研究介绍了一种改进的自组织迁移算法(ISOMA)的应用,该算法可使不含可再生能源和含可再生能源的水热发电系统(HTPS)的总发电支出(TEPE)最小化和总售电量利润(TPRF)最大化。在处理两个目标函数时,采用了两种电力系统配置来测试 ISOMA 的实际效率。在第一个配置中,有一个火力发电厂和一个水力发电厂,而在第二个配置中,风能和太阳能都与第一个系统相连。第一个配置中第一个目标函数的结果表明,根据所有比较标准,ISOMA 不仅优于 SOMA,而且还优于其他方法,如进化编程(EP)、基于加速因子的粒子群优化(AFPSO)和加速粒子群优化(APSO)。对 ISOMA 在以 TPRF 最大化为目标函数的第二种配置中取得的结果进行评估后发现,在 50 次试运行中,ISOMA 在 TPRF 的最大值、平均值和最小值方面都比 SOMA 取得了更好的收益。因此,得出的结论是,抽水蓄能水电站在与可再生能源发电站整合时非常有用,可以降低火力发电站的总成本,并使整个系统获得最高利润。此外,ISOMA 也是一种适用于所考虑问题的算法。
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Minimize Total Cost and Maximize Total Profit for Power Systems with Pumped Storage Hydro and Renewable Power Plants Using Improved Self-Organizing Migration Algorithm
This study presents the application of an improved self-organizing migration algorithm (ISOMA) for minimizing the total electricity production expenditure (TEPE) and maximizing the total electricity sale profit (TPRF) for hydrothermal power systems (HTPS) without and with renewable energies. Two power system configurations were employed to test the real efficiency of ISOMA while dealing with two objective functions. In the first configuration, there was one thermal power plant and one hydropower plant, while in the second configuration, wind and solar energy were both connected to the first system. The results achieved in the first configuration with the first objective function indicated that ISOMA not only outperformed SOMA according to all comparison criteria but was also superior to other methods such as evolutionary programming (EP), acceleration factor-based particle swarm optimization (AFPSO), and accelerated particle swarm optimization (APSO). The evaluation of the results achieved by ISOMA in the second configuration with the objective function of maximizing the TPRF revealed that ISOMA could reach better profits than SOMA in terms of maximum, mean and minimum TPRF values over fifty trial runs. As a result, it was concluded that pumped storage hydropower plants are very useful in integrating with renewable power plants to cut total cost for thermal power plants and in reaching the highest profit for the whole system. Also, ISOMA is a suitable algorithm for the considered problem.
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