论文标题
调节热泵和光伏系统的最佳家庭能源管理系统
An optimal home energy management system for modulating heat pumps and photovoltaic systems
论文作者
论文摘要
有效的住宅领域耦合在支持能量转变方面起着关键作用。在这项研究中,我们分析了与家庭能源管理系统的最佳控制以及常见技术配置和目标的影响相关的结构特性。我们通过对代表性建筑物进行建模,该建筑物具有调节的空气热泵,光伏(PV)系统,电池和热水储存系统,用于地板加热和热水供应。此外,我们允许通过假设固定的进料关税并考虑用户舒适度来进行电网馈入。在我们的数值分析中,我们发现电池自然是改善自给自足的必不可少的基础。但是,为了使用PV盈余有效地网格进料。在给定关税结构下,通常认为最大化自我消费的目标在经济上是不可行的。但是,可以通过最大化自给自足来实现近乎最佳的性能和溶液时间的显着减少。基于最佳控制和考虑季节性效应,可以得出PV分布的主要顺序和存储系统的负荷目标状态。使用滚动范围方法,解决方案时间可以减少到少于1分钟(每年达到1小时的时间分辨率)。通过评估信息的价值,我们发现预测和控制视野的共同值24 h会导致意外但可避免的特色效应。我们的输入数据和使用Julia Jump编程语言开发的混合企业线性模型可以以开源方式获得。
Efficient residential sector coupling plays a key role in supporting the energy transition. In this study, we analyze the structural properties associated with the optimal control of a home energy management system and the effects of common technological configurations and objectives. We conduct this study by modeling a representative building with a modulating air-sourced heat pump, a photovoltaic (PV) system, a battery, and thermal storage systems for floor heating and hot-water supply. In addition, we allow grid feed-in by assuming fixed feed-in tariffs and consider user comfort. In our numerical analysis, we find that the battery, naturally, is the essential building block for improving self-sufficiency. However, in order to use the PV surplus efficiently grid feed-in is necessary. The commonly considered objective of maximizing self-consumption is not economically viable under the given tariff structure; however, close-to-optimal performance and significant reduction in solution times can be achieved by maximizing self-sufficiency. Based on optimal control and considering seasonal effects, the dominant order of PV distribution and the target states of charge of the storage systems can be derived. Using a rolling horizon approach, the solution time can be reduced to less than 1 min (achieving a time resolution of 1 h per year). By evaluating the value of information, we find that the common value of 24 h for the prediction and control horizons results in unintended but avoidable end-of-horizon effects. Our input data and mixed-integer linear model developed using the Julia JuMP programming language are available in an open-source manner.