Electrical Engineering Department, Faculty of Engineering, Menoufiya University, Shibîn el Kôm, Egypt.
Electrical Engineering Department, Faculty of Engineering, Kafrelsheikh University, Kafr El Sheikh, Egypt.
Sci Rep. 2023 Oct 5;13(1):16765. doi: 10.1038/s41598-023-43622-9.
Generation expansion planning (GEP) is a complex, highly constrained, non-linear, discrete and dynamic optimization task aimed at determining the optimum generation technology mix of the best expansion alternative for long-term planning horizon. This paper presents a new framework to study the GEP in a multi-stage horizon with reliability constrained. GEP problem is presented to minimize the capital investment costs, salvage value cost, operation and maintenance, and outage cost under several constraints over planning horizon. Added to that, the spinning reserve, fuel mix ratio and reliability in terms of Loss of Load Probability are maintained. Moreover, to decrease the GEP problem search space and reduce the computational time, some modifications are proposed such as the Virtual mapping procedure, penalty factor approach, and the modified of intelligent initial population generation. For solving the proposed reliability constrained GEP problem, a novel honey badger algorithm (HBA) is developed. It is a meta-heuristic search algorithm inspired from the intelligent foraging behavior of honey badger to reach its prey. In HBA, the dynamic search behavior of honey badger with digging and honey finding approaches is formulated into exploration and exploitation phases. Added to that, several modern meta-heuristic optimization algorithms are employed which are crow search algorithm, aquila optimizer, bald eagle search and particle swarm optimization. These algorithms are applied, in a comparative manner, for three test case studies for 6-year, 12-year, and 24-year of short- and long-term planning horizon having five types of candidate units. The obtained results by all these proposed algorithms are compared and validated the effectiveness and superiority of the HBA over the other applied algorithms.
发电扩展规划(GEP)是一项复杂、高度受限、非线性、离散和动态的优化任务,旨在确定长期规划范围内最佳扩展方案的最优发电技术组合。本文提出了一种新的框架,用于研究具有可靠性约束的多阶段 horizon 中的 GEP。GEP 问题旨在最小化资本投资成本、残值成本、运行和维护成本以及计划 horizon 内的停机成本。此外,还保持了旋转备用、燃料混合比和失负荷概率(Loss of Load Probability,LOLP)方面的可靠性。此外,为了减少 GEP 问题的搜索空间和计算时间,提出了一些修改,例如虚拟映射过程、惩罚因子方法和改进的智能初始种群生成。为了解决所提出的可靠性约束 GEP 问题,开发了一种新的蜜獾算法(HBA)。它是一种元启发式搜索算法,灵感来自蜜獾的智能觅食行为,以达到其猎物。在 HBA 中,蜜獾的动态搜索行为与挖掘和寻蜜方法相结合,形成了探索和开发阶段。此外,还采用了几种现代元启发式优化算法,即 crow search algorithm、aquila optimizer、bald eagle search 和 particle swarm optimization。这些算法以比较的方式应用于三个测试案例研究,分别为 6 年、12 年和 24 年的短期和长期规划,包括五种候选机组。通过所有这些提出的算法得到的结果进行了比较,并验证了 HBA 相对于其他应用算法的有效性和优越性。