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塔式太阳能-超临界CO2发电系统集成与优化

Equation-based Modeling for Solar Power Tower-supercritical CO2 Integrated System Anaylsis and Optimization

  • 摘要:
      目的  传统塔式太阳能热发电效率较低,采用超临界CO2(sCO2)布雷顿循环集成太阳能发电可有效提高系统效率。
      方法  采用联立方程法建立塔式太阳能集热发电(CSP)和sCO2布雷顿循环集成系统的非线性规划数学模型以辅助系统分析与优化。模型包含太阳能集热子系统、sCO2布雷顿循环以及高精度CO2状态方程的约束,无需调用外部CO2物性数据,可实现对集成系统任意数量的设计变量的同步优化。将模型应用于塔式CSP与sCO2简单回热布雷顿循环和再压缩布雷顿循环系统的案例研究,优化系统并分析设计变量对系统效率的影响。
      结果  研究结果表明:集成再压缩循环系统最大热效率达29.4%,高于简单循环系统的24.9%。再压缩循环的最优透平入口温度为901 K、最优膨胀比约为3;简单循环的最优透平入口温度为826 K、最优膨胀比皆大于3.2。
      结论  系统存在最优的透平入口温度,提高透平入口温度可提高系统效率,但过高的温度会导致系统效率下降;系统存在最优膨胀比,膨胀比对集成再压缩循环系统的热效率影响较小,但对集成简单循环系统效率的影响较大。

     

    Abstract:
      Introduction  Supercritical CO2 (sCO2) Brayton cycle is a promising technology to improve the efficiency of concentrated solar power systems.
      Method  This paper presented an equation-based nonlinear programming model for the analysis and optimization of the power tower concentrated solar power (CSP) coupled with supercritical CO2 (sCO2) Brayton cycles. The model included CSP subsystems, sCO2 Brayton cycle, and high accuracy equation of state, enabling simultaneous optimization of the systems with arbitrary number of decision variables. Case studies of the integrated CSP-simple sCO2 Brayton cycle and CSP-recompression sCO2 Brayton cycle systems were carried out to determine their optimal design.
      Result  The results show that thermal efficiency of the CSP-recompression cycle system can reach a maximum of 29.4%, higher than the 24.9% of the CSP-simple cycle system. The optimal turbine inlet temperature is 901 K for the CSP-recompression cycle system, 826 K for the CSP-simple cycle system. The optimal expansion ratios of the CSP-simple cycle system are greater than 3.2 at the investigated temperature range, and are approximately equal to 3 for the CSP-recompression cycle system.
      Conclusion  There are optimal turbine inlet temperatures and compression ratios for the integrated systems.Additionally, the compression ratio has a greater impact on the thermal efficiency of the CSP-simple cycle system.

     

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