本文用有限时间热力学方法分析了碟式太阳能集热器驱动内可逆斯特林热机系统的粗(火用) 效率与吸收器工作温度、聚光比和回热时间系数之间的优化关系.研究结果表明:碟式系统的(火用)效率随聚光比和吸收器工作温度的增加先增加后减小,随回热时间系数的增加而减小;碟式系统较为合适的聚光比范围为600~1000,所对应的吸收器工作温度为1000K~1600 K,当聚光比在850左右时,系统的(火用)效率达到最大值,约为0.54,此时吸收器的最佳工作温度为1200 K左右.这为碟式系统的优化设计与节能运行提供了理论指导.
参考文献
[1] | 罗运俊;何锌年;王常贵.太阳能利用技术[M].北京:化学工业出版社,2005:253-271. |
[2] | 吴锋;陈林根;孙丰瑞.斯特林机的有限时间热力学优化[M].北京:化学工业出版社,2008:52-57. |
[3] | Soteris A. Kalogirou .Solar thermal collectors and applications[J].Progress in energy and combustion science,2004(3):231-295. |
[4] | Thomas Mancini;Pete Heller;Barry Bulter;Bruce Osborn;Wolfgang Schiel;Vernon Goldberg;Reiner Buck;Richard Diver;Charles Andraka;James Moreno .Dish-Stirling Systems: An Overview of Development and Status[J].Journal of Solar Energy Engineering,2003(2):135-151. |
[5] | Wu F;Chen L G;Wu C .Optimum Performance of Irreversible Stirling Engine with Imperfect Regenerator[J].Energy Conversion and Management,1998,8:727-732. |
[6] | Chen JC.;Chen LX.;Andresen B.;Yan ZJ. .Efficiency bound of a solar-driven Stirling heat engine system[J].International journal of energy research,1998(9):805-812. |
[7] | Wu F;Chen L;Sun F .Performance and Optimization Criteria for Forward and Reverse Quantum Stirling Cycles[J].Energy Conversion and Management,1998,8:733-739. |
[8] | Kaushik SC.;Kumar S. .Finite time thermodynamic analysis of endoreversible Stirling heat engine with regenerative losses[J].Energy,2000(10):989-1003. |
[9] | Kaushik S C;Kumar S .Finite Time Thermodynamic Evaluation of Irreversible Ericsson and Stirling Heat Engines[J].Energy Conversion and Management,2001,42:295-312. |
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