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A genetic algorithm for solving the unit commitment problem of ahydro-thermal power system

机译:一种解决水火电系统机组承诺问题的遗传算法

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摘要

The paper presents a two layer approach to solve the unitncommitment problem of a hydro-thermal power system. The first layer usesna genetic algorithm (GA) to decide the on/off status of the units. Thensecond layer uses a nonlinear programming formulation solved by anLagrangian relaxation to perform the economic dispatch while meeting allnplant and system constraints. In order to deal effectively with thenconstraints of the problem and prune the search space of the GA innadvance, the difficult minimum up/down-time constraints of thermalngeneration units and the turbine/pump operating constraint of storagenpower stations are embedded in the binary strings that are coded tonrepresent the on/off-states of the generating units. The othernconstraints are handled by integrating penalty costs into the fitnessnfunction. In order to save execution time, the economic dispatch is onlynperformed if the given unit commitment schedule is able to meet the loadnbalance, energy, and begin/end level constraints. The proposed solutionnapproach was tested on a real scaled hydro-thermal power system over anperiod of a day in half-hour time-steps for different GA-parameters. Thensimulation results reveal that the features of easy implementation,nconvergence within an acceptable execution time, and a highly optimalnsolution in solving the unit commitment problem can be achieved
机译:本文提出了一种两层方法来解决水火电系统的单元委托问题。第一层使用遗传算法(GA)来确定单元的开/关状态。然后,第二层使用非线性规划公式,通过拉格朗日松弛来求解,从而在满足工厂和系统约束的同时进行经济调度。为了有效地解决问题的局限性并减少GA创新的搜索空间,将热力发电机组的困难的最小上/下时间限制和储能电站的涡轮/泵运行限制嵌入到二进制字符串中,编码的吨表示发电机单元的开/关状态。通过将惩罚成本集成到适应度函数中来处理其他约束。为了节省执行时间,仅当给定的单元承诺计划能够满足负载平衡,能源和开始/结束级别约束时,才执行经济调度。对于不同的GA参数,建议的解决方案已在一天中的半小时时间步长内,在实际规模的水火发电系统上进行了测试。仿真结果表明,该方法具有易于实现,在可接受的执行时间内收敛,可以很好地解决机组承诺问题的特点。

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