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Complementary Configuration and Optimal Energy Flow of CCHP-ORC Systems Using a Matrix Modeling Approach

机译:使用矩阵建模方法的CCHP-ORC系统的互补配置和最佳能量流

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A mass of thermal energy from the combined cooling, heating, and power (CCHP) system will be wasted by the buildings with low ratio of heat to power demand. To further improve the using efficiency of the excess thermal energy, an active method, which adds the organic Rankine cycle (ORC) equipment in the CCHP system, is configured. A complementary configuration of this CCHP-ORC is also investigated. This paper presents a matrix modeling approach to establish a mathematical model of the CCHP-ORC system. The CCHP-ORC system can be viewed as a multiple input and multiple output (MIMO) model. Energy conversion of the system components is described as the efficiency matrices. Energy flow between the system components is described as dispatch matrices. Energy conversion and flow from the system input to output are modeled by a conversion matrix. The objective function and the constraints of the system are determined. The optimal operation strategies are obtained by solving the optimization problem of minimizing the evaluation criteria function. Comprehensive case studies are conducted based on a hypothetical CCHP-ORC system. The study results reveal that the effectiveness and economic efficiency of the proposed approaches outperform those obtained from conventional CCHP systems.
机译:来自组合冷却,加热和功率(CCHP)系统的大量热能将被大量与热量与电力需求相比的建筑物浪费。为了进一步改进多余热能的使用效率,配置了一种在CCHP系统中添加有机朗肯循环(ORC)设备的有源方法。还研究了该CCHP-ORC的互补配置。本文介绍了建立CCHP-ORC系统的数学模型的矩阵建模方法。 CCHP-ORC系统可以被视为多输入和多输出(MIMO)模型。系统组件的能量转换被描述为效率矩阵。系统组件之间的能量流被描述为分派矩阵。从系统输入到输出的能量转换和流量由转换矩阵建模。确定了系统的目标函数和约束。通过解决最小化评估标准功能的优化问题来获得最佳操作策略。基于假设的CCHP-ORC系统进行综合案例研究。研究结果表明,提出的方法的有效性和经济效率优于传统CCHP系统获得的方法。

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