Study on Convective Heat Transfer of Supercritical Water in Annular Square Channel

被引:0
作者
Murugan, Thamilmani [1 ]
Raj, Arun K. K. [1 ]
Agrawal, Amit [1 ]
Saha, Sandip K. K. [1 ]
机构
[1] Indian Inst Technol, Dept Mech Engn, Mumbai 400076, India
关键词
TRANSFER DETERIORATION; TURBULENCE MODELS; FLUIDS; ONSET;
D O I
10.1080/01457632.2022.2162012
中图分类号
O414.1 [热力学];
学科分类号
摘要
Supercritical water, known for its abrupt changes in fluid properties near the pseudocritical region, has always posed a design challenge, leading to enhancement or deterioration in heat transfer. Additionally, the lack of complete understanding of the thermodynamic behavior of supercritical water near the pseudocritical zone, unlike in the subcritical zone, highlights the necessity of a systematic study. Hence, this paper focuses on characterizing the convective upward flow and heat transfer characteristics inside a vertical smooth annular square channel. The numerical analysis uses a steady-state, pressure-based, compressible, Newtonian solver with body force term and two-equation turbulence model to study the influence of variation in pressure, heat flux, and heat-to-mass flux ratios. The flow characteristics and heat transfer behavior of deteriorated, normal, and enhanced heat transfer modes are studied. The heat transfer deterioration is suppressed with the increase in pressure; however, it increases with the increase in inlet bulk temperature. The supercritical boiling number that determines the heat transfer mode is calculated and analyzed for the square annulus section. The evolution of the flow in different heat transfer modes differs based on the effect of buoyancy on the velocity field and the turbulence. The calculated Nusselt numbers match the existing Jackson and Hall correlation well with a maximum absolute error of 9.91%.
引用
收藏
页码:1847 / 1863
页数:17
相关论文
共 29 条
[11]   Summary on the Results of Two Computational Fluid Dynamic Benchmarks of Tube and Different Channel Geometries [J].
Kiss, Attila ;
Churkin, Andrey ;
Pilkhwal, Darwan S. ;
Vaidya, Abhijeet M. ;
Ambrosini, Walter ;
Pucciarelli, Andrea ;
Podila, Krishna ;
Rao, Yanfei ;
Leung, Laurence ;
Chen Yuzhou ;
Anderson, Mark ;
Zhao, Meng .
JOURNAL OF NUCLEAR ENGINEERING AND RADIATION SCIENCE, 2018, 4 (01)
[12]   A new criterion for the onset of heat transfer deterioration to supercritical water in vertically-upward smooth tubes [J].
Kong, Xiangfei ;
Li, Huixiong ;
Zhang, Qian ;
Guo, Kaikai ;
Luo, Qing ;
Lei, Xianliang .
APPLIED THERMAL ENGINEERING, 2019, 151 :66-76
[13]  
Lemmon E. W., 2018, NIST standard reference database 23: reference fluid thermodynamic and transport properties-REFPROP, version 10.0, NIST, standard reference data program, DOI DOI 10.18434/T4D303
[14]   Experimental investigation on heat transfer from a heated rod with a helically wrapped wire inside a square vertical channel to water at supercritical pressures [J].
Li, Hongzhi ;
Wang, Haijun ;
Luo, Yushan ;
Gu, Hongfang ;
Shi, Xiaobao ;
Chen, Tingkuan ;
Laurien, Eckart ;
Zhu, Yu .
NUCLEAR ENGINEERING AND DESIGN, 2009, 239 (10) :2004-2012
[15]   Heat transfer to water at supercritical pressures in a circular and square annular flow geometry [J].
Licht, Jeremy ;
Anderson, Mark ;
Corradini, Michael .
INTERNATIONAL JOURNAL OF HEAT AND FLUID FLOW, 2008, 29 (01) :156-166
[16]   Heat Transfer and Fluid Flow Characteristics in Supercritical Pressure Water [J].
Licht, Jeremy ;
Anderson, Mark ;
Corradini, Michael .
JOURNAL OF HEAT TRANSFER-TRANSACTIONS OF THE ASME, 2009, 131 (07) :1-14
[17]  
Licht JermyR., 2007, Heat Transfer Phenomena in Supercritical Water
[18]   Analysis of heat transfer of supercritical water by direct numerical simulation of heated upward pipe flows [J].
Liu, Jiaming ;
Jin, Yixuan ;
Zhao, Pinghui ;
Ge, Zhihao ;
Li, Yuanjie ;
Wan, Yuanxi .
INTERNATIONAL JOURNAL OF THERMAL SCIENCES, 2019, 138 :206-218
[19]   A Novel Model of Turbulent Convective Heat Transfer in Round Tubes at Supercritical Pressures [J].
Mao, Yu-Fei ;
Bai, Bo-Feng ;
Guo, Lie-Jin .
HEAT TRANSFER ENGINEERING, 2011, 32 (11-12) :1082-1092
[20]   2-EQUATION EDDY-VISCOSITY TURBULENCE MODELS FOR ENGINEERING APPLICATIONS [J].
MENTER, FR .
AIAA JOURNAL, 1994, 32 (08) :1598-1605