海况下混合动力船舶航路、航速和能量管理两阶段优化

IF 5.1
iEnergy Pub Date : 2025-09-04 DOI:10.23919/IEN.2025.0017
Xiaoyuan Luo;Jiaxuan Wang;Xinyu Wang;Xinping Guan
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引用次数: 0

摘要

混合能源船舶系统作为未来的船舶系统,在解决严重的能源危机方面具有广泛的应用前景。然而,目前的优化调度工作缺乏对海况和航行环境的考虑。因此,本文旨在建立混合能源船舶动力系统的两阶段优化框架。该框架考虑了航行过程中海况约束下的航路、航速规划和能量管理的多重优化。首先,考虑海况信息和船舶阻力模型,建立了由柴油发电系统、推进系统、储能系统、光伏发电系统和电锅炉系统组成的复杂船舶混合动力模型;以成本和温室气体排放为目标优化函数,构建了包含路线规划、速度调度和能源管理的两阶段优化框架。其中引入改进的a星算法和灰狼优化算法,得到路线、速度和能量优化调度的最优解。最后,通过仿真实例验证了所提出的两阶段优化调度模型与非最优对照组相比,可使负荷能耗、运行成本和碳排放分别降低17.8%、17.39%和13.04%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Two-stage optimization of route, speed, and energy management for hybrid energy ship under sea conditions
As future ship system, hybrid energy ship system has a wide range of application prospects for solving the serious energy crisis. However, current optimization scheduling works lack the consideration of sea conditions and navigational circumstances. Therefore, this paper aims at establishing a two-stage optimization framework for hybrid energy ship power system. The proposed framework considers multiple optimizations of route, speed planning, and energy management under the constraints of sea conditions during navigation. First, a complex hybrid ship power model consisting of diesel generation system, propulsion system, energy storage system, photovoltaic power generation system, and electric boiler system is established, where sea state information and ship resistance model are considered. With objective optimization functions of cost and greenhouse gas (GHG) emissions, a two-stage optimization framework consisting of route planning, speed scheduling, and energy management is constructed. Wherein the improved A-star algorithm and grey wolf optimization algorithm are introduced to obtain the optimal solutions for route, speed, and energy optimization scheduling. Finally, simulation cases are employed to verify that the proposed two-stage optimization scheduling model can reduce load energy consumption, operating costs, and carbon emissions by 17.8%, 17.39%, and 13.04%, respectively, compared with the non-optimal control group.
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