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    新型卡诺电池储能系统设计与高效代理模型优化

    Design and efficient surrogate-based optimization of a novel Carnot battery energy storage system

    • 摘要: 卡诺电池(CB)作为一种以热能存储为核心的长时物理储能技术,能够有效平抑高比例可再生能源并网冲击。然而,现有研究多聚焦于CB储热侧,针对储冷型CB系统设计及其热力学运行参数高效优化尚存空白。本文首先提出了一种耦合液化天然气(LNG)气化流程的新型CB系统,通过引入LNG冷能作为朗肯循环的低温热汇,显著提升了系统的电-电转换(P2P)效率。进而提出基于人工神经网络的代理模型优化策略,在兼顾全局寻优质量的同时,显著降低了复杂机理模型优化的计算开销与迭代耗时。结果表明,超参数优化后的代理模型可精确预测系统性能指标和热力学约束,P2P效率预测值与机理模型结果相对误差小于1%,最小换热温差约束绝对误差未超1.5 ℃。应用于粒子群优化算法后,每代计算耗时从1007.4 s降至仅7.8 s,并且优化后系统P2P效率达76.13%,较初始设计提升10.97%,在确保流程优化效果的同时大幅提高了求解效率。

       

      Abstract: As a long-duration physical energy storage technology centered on thermal energy storage, Carnot battery (CB) can effectively mitigate the grid integration impact of high-penetration renewable energy. However, current research predominantly focuses on the heat storage side of CB, leaving a noticeable gap in the design of cold storage-type CB systems and the efficient optimization of their thermodynamic operating parameters. This study first proposes a novel CB system coupled with a liquefied natural gas (LNG) regasification process. By integrating LNG cold energy as the cryogenic heat sink for the Rankine cycle, the power-to-power (P2P) efficiency of the system is significantly enhanced. Furthermore, an artificial neural network-based surrogate model optimization strategy is developed. This approach substantially reduces the computational cost and iteration time associated with complex rigorous model optimization, while retaining robust capabilities to search for the global optimum. The results indicate that the hyperparameter-optimized surrogate model can accurately predict system performance indicators and thermodynamic constraints. Specifically, the relative error between the predicted P2P efficiency and the results from the rigorous model is less than 1%, and the absolute error for the minimum heat exchange temperature difference constraints is within 1.5 ℃. When applied to particle swarm optimization, the computation time per generation is reduced from 1007.4 s to a mere 7.8 s. Moreover, the optimized system achieves a P2P efficiency of 76.13%, representing a 10.97% improvement over the initial design. This confirms that the proposed strategy significantly accelerates solving efficiency while ensuring effective process optimization.

       

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