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理想费米气体狄塞尔循环效率的研究 被引量:2

Study on Efficiency of a Dissel Cycle of Ideal Fermi Gas
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摘要 在分析了研究狄塞尔循环时需要考虑其量子效应的必要性以及该循环在实际社会生产中的广泛应用前景后,首先给出以理想气体为工作物质的狄塞尔循环的效率表达式,然后以理想费米气体为例,根据其状态方程及其热力学性质获得以理想量子气体为工作物质的狄塞尔循环的效率表达式,通过比较得出提高实际热机效率的主要途径. At the beginning, the necessity of taking quantum effect into consideration when studying Diesel cycle is put forward, and the prospects of the cycle application to practical uses are noted. The expression of efficiency of Diesel cycle whose work substance is ideal gas is then given. The expression of efficiency of Diesel cycle whose work substance is ideal Fermi gas, considering the state equation and the thermodynamic properties of the quantum gas, is provided afterwards. It is shown through the comparison that heat engine efficiency is improved when Diesel cycle working under quantum degeneracy condition,
作者 江贵生
出处 《昆明理工大学学报(理工版)》 2008年第2期122-124,共3页 Journal of Kunming University of Science and Technology(Natural Science Edition)
基金 国家自然科学基金资助项目(项目编号:10501021) 安徽省高等学校自然科学研究资助项目(项目编号:2005kj232)
关键词 狄塞尔循环 理想费米气体 热机效率 柴油发动机 Diesel cycle ideal Fermi gas heat engine efficiency diesel engine
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  • 1林国星,严子浚.一类二热源热机的有限时间热力学分析[J].厦门大学学报(自然科学版),1993,32(2):172-176. 被引量:1
  • 2Sisman A,Saygin H. The improvement effect of quantum degeneracy on the work from a Carnot cycle[J].Applied Energy, 2001, 68(5):367-375.
  • 3Sisman A. Saygin H. On the power cycles working with ideal quantum gases[J]. J Phys D:Appl Phys,1999, 32(7):664-670.
  • 4Saygin H, Sisman A. Quantum degeneracy effect on the work output from a Stirling cycle[J]. Journal of Appl Phys, 2001,90(6) :3086-3089.
  • 5Saygin H, Sisman A. Brayton refrigeration cycles working under quantum degeneracy conditions [J].Appl Energy,2001,69(1):77-85.
  • 6Sisman A, Saygin H. Re-optimisation of Otto power cycles working with ideal quantum gases[J]. Physica Scripta, 2001, 64(2):108-112.
  • 7He J, Chen J, Hua B. Influence of quantum degeneracy on the performance of a Stirling refrigerator working with an ideal Fermi gas [J]. Applied Energy,2002, 72(6) :541-554.
  • 8Chen J, He J, Hua B. The inherent regenerative losses of a Fermi Ericsson refrigeration cycle[J]. J Phys A, 2002, 35(11):7995-8004.
  • 9Pathria R K. Statistical Mechanics[M].Oxford, New York, Toronto, Sydney, Braunschweig: Pergamon Press. 1977. 177-187.
  • 10Landau L D, Lifshitz E M. Statistical Physics[M].London: Pergamon, 1958. 197.

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