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The use of genetic algorithm/fuzzy system and tabu search for short-term unit commitment

机译:遗传算法/模糊系统和禁忌搜索的短期单位承诺的使用

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This paper presents a hybrid genetic algorithm/fuzzy system and tabu search method (GAFS-TS) for solving short-term thermal generating unit commitment problems (UC). The UC problem involves determining the start-up and shutdown schedules for generating units to meet the forecasted demand at minimum cost. The commitment schedule must satisfy other constraints such as the unit generating limits, reverse and individual units. This system makes three important improvements to the genetic algorithm. First, it generates a set of feasible unit commitment schedules and then puts the solution to TS. The GAFS has good global optima search capabilities, but poor local optima search capabilities. The TS method, has good local optima search capabilities. Through this combined approach an optimal solution can be found. Numerical simulations were carried out using four cases; six, ten, twenty and thirty thermal units power systems over a 24-hour period. We compared the produced schedule with several other methods, such as dynamic programming (DP), standard genetic algorithm (SGA) and traditional tabu search (TTS). The results show that we cannot only reach each time interval optimal commitment schedule, but also reduce the computing time.
机译:本文提出了一种混合遗传算法/模糊系统和禁忌搜索方法(GAFS-TS),用于解决短期火力发电机组承诺问题(UC)。 UC问题涉及确定发电机组的启动和关闭时间表,以最低的成本满足预测的需求。承诺进度表必须满足其他约束条件,例如生成限制的单位,反向单位和单个单位。该系统对遗传算法进行了三项重要的改进。首先,它生成一组可行的单位承诺计划,然后将解决方案提交给TS。 GAFS具有良好的全局最佳搜索功能,但具有较差的局部最佳搜索功能。 TS方法具有良好的局部最优搜索功能。通过这种组合方法,可以找到最佳解决方案。使用四种情况进行了数值模拟。在24小时内有六个,十个,二十个和三十个热力单元电力系统。我们将产生的进度表与其他几种方法进行了比较,例如动态规划(DP),标准遗传算法(SGA)和传统禁忌搜索(TTS)。结果表明,我们不仅可以达到每个时间间隔的最优承诺时间表,而且可以减少计算时间。

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