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A modified priority list-based MILP method for solving large-scale unit commitment problems

机译:一种改进的基于优先级列表的MILP方法,用于解决大规模单位承诺问题

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This paper presents a two-step modified priority list (MPL) based mixed integer linear programming (MILP) method for improving the computational speed of unit commitment (UC) programs while preserving optimality. In the first step, the heuristics of UC results for a given generation fleet are investigated to develop the MPL. A subset of the generators are determined to be online (committed) or offline (uncommitted) within a planning period (e.g., a week), based on the demand curve and generator priority list. Then, for generators whose on/off status is predetermined, the corresponding binary variables are removed from the MILP solving process. After this simplification, the remaining problem can be solved much faster using an off-the-shelf MILP solver, based on the branch-and-bound algorithm. Scale factors are used to adjust the tradeoff between solution speed and level of optimality. Simulation results show that the proposed method can significantly speed up the large-scale UC problem with negligible compromise in optimality by selecting appropriate scale factors.
机译:本文提出了一种基于两步修改优先级列表(MPL)的混合整数线性规划(MILP)方法,以提高单位承诺(UC)程序的计算速度,同时保留最优性。第一步,研究给定一代机群的UC结果启发式算法,以开发MPL。基于需求曲线和发电机优先级列表,在计划周期(例如一周)内,确定发电机的子集处于在线(已提交)或离线(未提交)。然后,对于预定开/关状态的发电机,从MILP解决过程中删除相应的二进制变量。简化之后,可以使用现成的MILP解算器,基于分支定界算法,更快地解决剩余的问题。比例因子用于调整求解速度和最优水平之间的权衡。仿真结果表明,通过选择适当的比例因子,该方法可以显着地加速大规模UC问题,而在最优性方面的损失可忽略不计。

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