通过应用多目标进化算法提高二氧化碳水对水热泵的性能

Shima Soleimani, Laura Schaefer, Kashif Liaqat, Aaron Cole, Jörg Temming, Heiner Kösters
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引用次数: 0

摘要

由于人们越来越关注制冷剂对环境的影响,二氧化碳(CO2)热泵作为传统热泵的高效替代品受到越来越多的评估。二氧化碳热泵热水器(HPWHs)的性能分析已成为许多研究的主题,但这些研究通常仅限于空气源 HPWHs 的参数分析。超临界和亚临界热力学特性、组件运行和效率的相互关联行为意味着参数研究无法充分捕捉内在的非线性。因此,本文首次对 CO2 水源 HPWH 性能进行了多目标优化,目的是利用两种不同的优化方案,使组件总成本最小化、气体冷却器(GC)加热能力最大化以及性能系数(COP)最大化。决策变量定义为 GC 压力(75 至 140 巴)、蒸发器温度(-19.5 至 0.2°C)和 GC CO2 出口温度(16 至 36°C)。该模型的性能受到气相色谱仪和蒸发器进出口水温实际范围的限制。使用工程方程求解器(EES)软件和非优势排序遗传算法 II(NSGA-II),通过 Python 开发了一个耦合模拟优化模型。最优帕累托前沿结果表明,最佳气相色谱仪加热能力从 19.2 千瓦变为 56.7 千瓦,最低成本为 7 771 美元,最高成本为 9 742 美元。当气相色谱仪出口温度下限设定为 32 摄氏度时,帕累托前沿显示最大 COP 为 3.23,相应的气相色谱仪加热能力为 44.36 千瓦。
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Enhancing CO2 Water-to-Water Heat Pump Performance through the Application of a Multi-Objective Evolutionary Algorithm
Due to growing concerns about the environmental impact of refrigerants, carbon dioxide (CO2) heat pumps have been increasingly evaluated as efficient alternatives for conventional heat pumps. Performance analyses of CO2 heat pump water heaters (HPWHs) have been the subject of many studies, but these are typically limited to parametric analyses of air-source HPWHs. The interrelated behavior of the supercritical and subcritical thermodynamic properties, component operation, and efficiency means that a parametric study cannot adequately capture the inherent nonlinearity. Therefore, this paper, for the first time, aims to perform a multi-objective optimization on CO2 water-sourced HPWH performance in order to minimize the total component costs, maximize gas cooler (GC) heating capacity, and maximize the coefficient of performance (COP) using two different optimization scenarios. The decision variables are defined as GC pressure (75 to 140 bar), evaporator temperature (−19.5 to 0.2°C), and GC outlet temperature for CO2 (16 to 36°C). The model performance is constrained by the practical ranges of the GC and evaporator inlet and outlet temperatures for water. A coupled simulation-optimization model through Python is developed using Engineering Equation Solver (EES) software and the non-dominated sorting genetic algorithm II (NSGA-II). The result of the optimal Pareto front showed that the optimal GC heating capacity changes from 19.2 to 56.7 kW, with a lowest cost of 7, 771 to a highest cost of 9,742, respectively. When the lower bound of the GC outlet temperature was set to 32°C, the Pareto front showed a maximum COP of 3.23, with a corresponding GC heating capacity of 44.36 kW.
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