TY - JOUR
T1 - How to rapidly predict the performance of ORC
T2 - Optimal empirical correlation based on cycle separation
AU - Zhao, Jun
AU - Hu, Likai
AU - Wang, Yongzhen
AU - Yin, Hongmei
AU - Deng, Shuai
AU - Li, Wenjia
AU - Du, Yanping
AU - An, Qingsong
N1 - Publisher Copyright:
© 2019 Elsevier Ltd
PY - 2019/5/15
Y1 - 2019/5/15
N2 - This paper establishes an empirical correlation based on the separability of thermodynamic cycle, which could characterize the thermodynamic performance of organic Rankine cycle (ORC), resembling heat transfer empirical correlation. In this research, we found that the thermal efficiency, exergy efficiency and net output power of ORC can be expressed by the heat source characteristics (Ths, heat source temperature) and two key physical properties of working fluids (Tcri, critical temperature; ω acentric factor). That is, ΩORC,opt=Cwf·Tcrim·ωwfn·Thso.Taking subcritical ORC as an example, the empirical correlation of the optimal power generation and its corresponding optimal evaporation temperature could be provided through proposed method. The results reveal that the empirical correlations have the high prediction accuracies (the determination coefficient R2 are both about 0.97) when comparing with traditional numerical calculation. The application of correlation could avoid the complex process of iteration for calculation convergence and calling properties, so it is more convenient and faster than traditional methods when used to predict the performance of ORC or to select and design the working fluids.
AB - This paper establishes an empirical correlation based on the separability of thermodynamic cycle, which could characterize the thermodynamic performance of organic Rankine cycle (ORC), resembling heat transfer empirical correlation. In this research, we found that the thermal efficiency, exergy efficiency and net output power of ORC can be expressed by the heat source characteristics (Ths, heat source temperature) and two key physical properties of working fluids (Tcri, critical temperature; ω acentric factor). That is, ΩORC,opt=Cwf·Tcrim·ωwfn·Thso.Taking subcritical ORC as an example, the empirical correlation of the optimal power generation and its corresponding optimal evaporation temperature could be provided through proposed method. The results reveal that the empirical correlations have the high prediction accuracies (the determination coefficient R2 are both about 0.97) when comparing with traditional numerical calculation. The application of correlation could avoid the complex process of iteration for calculation convergence and calling properties, so it is more convenient and faster than traditional methods when used to predict the performance of ORC or to select and design the working fluids.
KW - Acentric factor
KW - Critical temperature
KW - Cycle decoupling
KW - Empirical correlation
KW - Organic Rankine cycle
UR - http://www.scopus.com/inward/record.url?scp=85063275090&partnerID=8YFLogxK
U2 - 10.1016/j.enconman.2019.02.095
DO - 10.1016/j.enconman.2019.02.095
M3 - Article
AN - SCOPUS:85063275090
SN - 0196-8904
VL - 188
SP - 86
EP - 93
JO - Energy Conversion and Management
JF - Energy Conversion and Management
ER -