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Impact of Fuel Cell Power Plants on Multiobjective Optimal Operation Management of Distribution Network

机译:燃料电池电厂对配电网多目标最优运行管理的影响

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摘要

This paper presents an interactive fuzzy satisfying method based on hybrid modified honey bee mating optimization and differential evolution (MHBMO-DE) to solve the multiobjective optimal operation management (MOOM) problem, which can be affected by fuel cell power plants (FCPPs). The objective functions are to minimize total electrical energy losses, total electrical energy cost, total pollutant emission produced by sources, and deviation of bus voltages. A new interactive fuzzy satisfying method is presented to solve the multi-objective problem by assuming that the decision maker (DM) has fuzzy goals for each of the objective functions. Through the interaction with the DM, the fuzzy goals of the DM are quantified by eliciting the corresponding membership functions. Then, by considering the current solution, the DM acts on this solution by updating the reference membership values until the satisfying solution for the DM can be obtained. The MOOM problem is modeled as a mixed integer nonlinear programming problem. Evolutionary methods are used to solve this problem because of their independence from type of the objective function and constraints. Recently researchers have presented a new evolutionary method called honey bee mating optimization (HBMO) algorithm. Original HBMO often converges to local optima, in order to overcome this shortcoming, we propose a new method that improves the mating process and also, combines the modified HBMO with DE algorithm. Numerical results for a distribution test system have been presented to illustrate the performance and applicability of the proposed method.
机译:本文提出了一种基于混合改进的蜜蜂交配优化和差分进化(MHBMO-DE)的交互式模糊满足方法,以解决可能受到燃料电池电厂(FCPP)影响的多目标最优运营管理(MOOM)问题。目标功能是最大程度地减少总电能损耗,总电能成本,由源产生的总污染物排放以及母线电压的偏差。提出了一种新的交互式模糊满足方法,该方法通过假设决策者(DM)对每个目标函数都有模糊目标来解决多目标问题。通过与DM的交互,通过引出相应的隶属函数来量化DM的模糊目标。然后,通过考虑当前的解决方案,DM通过更新参考成员值直到获得DM的令人满意的解决方案来对该解决方案起作用。 MOOM问题被建模为混合整数非线性规划问题。由于进化方法不受目标函数类型和约束的限制,因此使用进化方法来解决此问题。最近,研究人员提出了一种新的进化方法,称为蜜蜂交配优化(HBMO)算法。原始的HBMO通常会收敛到局部最优值,为了克服这一缺点,我们提出了一种新的方法,该方法可以改进交配过程,并将改进的HBMO与DE算法相结合。给出了分布测试系统的数值结果,以说明该方法的性能和适用性。

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