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首页> 外文期刊>Sustainable Energy Technologies and Assessments >Quantification of deviations between grey-box and constant efficiency modeling and optimization of trigeneration systems using a data-driven RMSD indicator
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Quantification of deviations between grey-box and constant efficiency modeling and optimization of trigeneration systems using a data-driven RMSD indicator

机译:使用数据驱动RMSD指示器量化灰度箱与恒效建模和优化的恒定效率建模和优化

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Optimization of energy systems witnessed the use of simple (constant efficiency) equipment models. Alternatively, grey-box (variable efficiency with part load) models were used to simulate a more real behavior of such systems. However, limited attention was given to deviations due to part load effect in planning, sizing, scheduling and sensitivity analyses. This paper provides a quantified methodology to reflect such deviations and to show to what extent simple model is valid. A detailed comparison between both models is developed by optimizing a trigeneration system to find its configuration, rated capacities, operating schedule and sensitivity to prices. A data-driven comparative criterion -root mean square deviation- is developed to compare models. It depends on deviations in combined efficiency that is based on four key performance energy, economy, environment and exergy indicators in addition to economic parameters being the decision attributes. Results show that the deviations in the combined efficiency; net present value; payback period; and internal rate of return are 40.45%; -71.26%; -30.37%; and -24.30% respectively, leading to an overall root mean square deviation of 45.35%. Simple model approach is valid to be used in the planning phase only. However, the grey-box model is the way forward for optimization of polygeneration systems.
机译:能量系统的优化见证了简单(恒效)设备模型的使用。或者,灰度盒(带有零件负载的可变效率)模型用于模拟这种系统的更真实行为。然而,由于在规划,尺寸,调度和敏感性分析中,由于部件负载效应而导致的有限注意。本文提供了一种量化的方法,以反映这种偏差并展示简单模型有效的程度。通过优化TrigeNeration系统来开发两种模型之间的详细比较,以找到其配置,额定容量,运营时间表和对价格的敏感性。数据驱动的比较标准-Rot均方偏差 - 是开发的,以比较模型。除了作为决策属性的经济参数之外,这取决于基于四个关键性能,经济,环境和声明指标的组合效率的偏差。结果表明,偏差效率;净现值;投资回收期;和内部回报率为40.45%; -71.26%; -30.37%;分别为-24.30%,导致总根均线均匀均为45.35%。简单的模型方法仅适用于规划阶段。然而,灰度盒模型是用于优化多结系统的前进方式。

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