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Application of the Hybrid Big Bang-Big Crunch algorithm for optimal sizing of a stand-alone hybrid PV/wind/battery system

机译:混合Big Bang-Big Crunch算法在优化独立混合PV /风/电池系统尺寸中的应用

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In this paper an efficient method based on Hybrid Big Bang-Big Crunch (HBB-BC) algorithm is presented for optimal sizing of a stand-alone hybrid power system including photovoltaic panel, wind turbine and battery bank. The optimization is carried out to continuously satisfy the load demand with minimizing the total present cost (TPC) of the system. TPC includes all the costs throughout the useful life of the system, which are translated to the initial moment of the investment. In the optimization problem, the reliability index of energy not supplied (ENS) is also considered to have a reliable system. The HBB-BC algorithm is an effective and powerful method that has high accuracy and fast convergence as well as its implementation is easy. This algorithm using the Particle Swarm Optimization (PSO) capacities improves the capability of the Big Bang-Big Crunch (BB-BC) algorithm for better exploration. In addition, the HBB-BC uses a mutation operator after position updating to avoid local optimum and to explore new search areas. This study is applied to a village in Qazvin, Iran that still lacks access to grid electricity due to economic and geography issues. The performance of the proposed algorithm is compared with PSO and Discrete Harmony Search (DHS) algorithms. Simulation results confirm that HBB-BC algorithm with high accuracy can find the optimal solution and it has the best performance in comparison with two mentioned algorithms. (C) 2016 Elsevier Ltd. All rights reserved.
机译:本文提出了一种基于混合大爆炸算法的高效方法,用于优化包括光伏面板,风力发电机和电池组的独立混合动力系统的尺寸。进行优化以不断满足负载需求,同时将系统的总当前成本(TPC)降至最低。 TPC包括系统整个使用寿命内的所有成本,这些成本会转换为投资的初始阶段。在优化问题中,未提供能量的可靠性指标(ENS)也被认为具有可靠的系统。 HBB-BC算法是一种高效,强大的方法,具有高精度,快速收敛以及易于实现的特点。这种使用粒子群优化(PSO)功能的算法提高了大爆炸算法(BB-BC)的能力,可以更好地进行探索。此外,HBB-BC在位置更新后使用变异算子来避免局部最优并探索新的搜索区域。这项研究适用于伊朗加兹温的一个村庄,由于经济和地理问题,该村庄仍然无法获得电网电力。将该算法的性能与PSO和离散谐波搜索(DHS)算法进行了比较。仿真结果表明,与上述两种算法相比,高精度的HBB-BC算法可以找到最优解,并且具有最佳性能。 (C)2016 Elsevier Ltd.保留所有权利。

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