Sharif Naser Makhadmeh , Mohammed Azmi Al-Betar , Feras Al-Obeidat , Osama Ahmad Alomari , Ammar Kamal Abasi , Mohammad Tubishat , Zenab Elgamal , Waleed Alomoush
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In addition, new energy and real-world resources based on solar renewable energy systems (RESs) are combined with the proposed GWO to enhance its performance and ensure the optimisation of EPP objectives. Furthermore, EPP is presented as a multi-objective planning problem to optimize all objectives simultaneously. To efficiently investigate the proposed method performance, the results obtained by the GWO with the RESs are compared in three stages: comparison with original methods without RESs, comparison with methods using RESs, and comparison with state-of-the-art. 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引用次数: 0
摘要
本文提出的能源规划问题(EPP)是一个优化问题,其目的是找到最佳时间表,最大限度地降低能源消耗成本和需求,提高用户的舒适度。灰狼优化器(GWO)是最强大的优化方法之一,本文对其进行了调整和改编,以优化解决 EPP 问题并高效实现其目标。GWO 在解决类似 EPP 这样的 NP 复杂难题时表现出色,其中包含的高效动态参数增强了其探索和利用能力,尤其是在大型搜索空间中。此外,还将基于太阳能可再生能源系统(RES)的新能源和现实世界资源与所提出的 GWO 相结合,以提高其性能并确保 EPP 目标的优化。此外,EPP 是一个多目标规划问题,可同时优化所有目标。为了有效考察所提方法的性能,我们分三个阶段比较了带有 RES 的 GWO 所获得的结果:与不带 RES 的原始方法的比较、与使用 RES 的方法的比较以及与最先进方法的比较。所得结果证明了所提方法在处理 EPP 和优化其目标方面的稳健性能。
A multi-objective grey wolf optimizer for energy planning problem in smart home using renewable energy systems
This paper presents the energy planning problem (EPP) as an optimization problem to find the optimal schedules to minimize energy consumption costs and demand and enhance users’ comfort levels. The grey wolf optimizer (GWO), One of the most powerful optimization methods, is adjusted and adapted to address EPP optimally and achieve its objectives efficiently. The GWO is adapted due to its high performance in addressing NP-complex hard problems like the EPP, where it contains efficient and dynamic parameters that enhance its exploration and exploitation capabilities, particularly for large search spaces. In addition, new energy and real-world resources based on solar renewable energy systems (RESs) are combined with the proposed GWO to enhance its performance and ensure the optimisation of EPP objectives. Furthermore, EPP is presented as a multi-objective planning problem to optimize all objectives simultaneously. To efficiently investigate the proposed method performance, the results obtained by the GWO with the RESs are compared in three stages: comparison with original methods without RESs, comparison with methods using RESs, and comparison with state-of-the-art. The obtained results proved the robust performance of the proposed method in handling EPP and optimizing its objectives.