Performance characteristics of a quantum Diesel refrigeration cycle

Energy Conversion and Management

Volumn 50, Issue 4, 2009, Pages 933-937

  He, Jizhou ^a   Wang, Hao ^a   Liu, Sanqiu ^a  

^a NANCHANG UNIVERSITY   (China)

Author keywords

Diesel refrigeration cycle; Ideal quantum gas; Performance analysis; Quantum degeneracy

Indexed keywords

CAPILLARY TUBES; EQUATIONS OF STATE OF GASES; SOLAR REFRIGERATION;

BRAYTON; COEFFICIENTS OF PERFORMANCE; DIESEL REFRIGERATION CYCLE; EQUATION OF STATE; ERICSSON; GAS PARTICLES; IDEAL QUANTUM GAS; PERFORMANCE ANALYSIS; PERFORMANCE CHARACTERISTICS; QUANTUM BEHAVIORS; QUANTUM DEGENERACY; REFRIGERATION LOADS; STIRLING; TEMPERATURE REGIONS;

GASES;

EID: 61449083523     PISSN: 01968904     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.enconman.2008.12.024     Document Type: Article

References (30)

1. Bender C.M., Brody D.C., and Meister B.K. Quantum mechanical Carnot engine. J Phys A 33 (2000) 4427-4436
2. Feldmann T., and Kosloff R. Quantum four-stroke heat engine: thermodynamic observables in a model with intrinsic friction. Phys Rev E 68 (2003) 016101
3. Geva E., and Kosloff R. On the classical limit of quantum thermodynamics in finite time. J Chem Phys 97 (1992) 4398-4413
4. Quan H.T., Liu Y.X., Sun C., et al. Quantum thermodynamic cycles and quantum heat engines. Phys Rev E 76 (2007) 031105
5. Palao J.P., Kosloff R., and Gordon J.M. Quantum thermodynamic cooling cycle. Phys Rev E 64 (2001) 056130
6. Segal D., and Nitzan A. Molecular heat pump. Phys Rev E 73 (2006) 026109
7. Geva E., and Kosloff R. Three-level quantum amplifier as a heat engine: a study in finite-time thermodynamics. Phys Rev E 49 (1994) 3903-3920
8. Scully M.O. Quantum afterburner: improving the efficiency of an ideal heat engine. Phys Rev Lett 88 (2002) 050602
9. Scully MO. Extracting Work from a Single Thermal Bath via Quantum Negentropy. Phys Rev Lett 2001;87:220601.
10. Scully M.O., Zubairy M.S., Agarwal G.S., et al. Extracting work from a single heat bath via vanishing quantum coherence. Science 299 (2003) 862-864
11. Allahverdyan A.E., and Nieuwenhuizen T.M. Extraction of work from a single thermal bath in the quantum regime. Phys Rev Lett 85 (2000) 1799-1802
12. Allahverdyan A.E., Gracia R.S., and Nieuwenhuizen T.M. Work extraction in the spin-boson model. Phys Rev E 71 (2005) 046106
13. Al-Sarkhi A., and Jaber J.O. Effects of friction and temperature-dependent specific-heat of the working fluid on the performance of a Diesel-engine. Appl Energy 83 (2006) 153-165
14. Akash B. Effect of heat transfer on the performance of an air-standard Diesel cycle. Int Commun Heat Mass Transfer 28 1 (2001) 87-95
15. Blank D.A., and Wu C. The effect of combustion on a power optimized endoreversible Diesel cycle. Energy Convers Manage 34 (1993) 493-498
16. Zhao Y., and Chen J. Optimum performance analysis of an irreversible Diesel heat engine affected by variable heat capacities of working fluid. Energy Convers Manage 48 (2007) 2595-2603
17. Bhattacharyya S. Optimizing an irreversible Diesel cycle-fine tuning of compression ratio and cut-off ratio. Energy Convers Manage 41 (2000) 847-854
18. Zhao Y., Lin B., Zhang Y., and Chen J. Performance analysis and parametric optimum design of an irreversible Diesel heat engine. Energy Convers Manage 47 (2006) 3383-3392
19. Chen L., and Lin J. Friction effect on the characteristic performance of Diesel engines. Int J Energy Res 26 (2002) 965-971
20. Sisman A., and Saygin H. The improvement effect of quantum degeneracy on the work from a Carnot cycle. Appl Energy 68 (2001) 367-376
21. Saygin H., and Sisman A. Quantum degeneracy effect on the wok output from a Stirling cycle. J Appl Phys 90 (2001) 3086-3089
22. Lin B., Zhang Y., and Chen J. Influence of quantum degeneracy and regeneration on the performance of Bose-Stirling refrigeration cycles operated in different temperature regions. Appl Energy 83 (2006) 513-535
23. He J., Chen J., and Hua B. Influence of quantum degeneracy on the performance of a Stirling refrigerator working with an ideal Fermi gas. Appl Energy 72 (2002) 541-554
24. Sisman A., and Saygin H. On the power cycles working with ideal quantum gases: the Ericsson cycle. J Phys D: Appl Phys 32 (1999) 664-670
25. Yang Y., Lin B., and Chen J. Influence of regeneration on the performance of a Brayton refrigeration-cycle working with an ideal Bose-gas. Appl Energy 83 (2006) 99-112
26. Saygi{dotless}n H., and Sisman A. Brayton refrigeration cycles working under quantum degeneracy conditions. Appl Energy 69 (2001) 77-85
27. Wu F., Chen L., and Sun F. Ecological optimization performance of an irreversible quantum Otto cycle working with an ideal Fermi gas. Open Syst Inform Dynam 13 (2006) 55-66
28. Wu F., Chen L., and Sun F. Quantum degeneracy effect on performance of irreversible Otto cycle with ideal Bose gas. Energy Convers Manage 47 (2006) 3008-3018
29. Sisman A., and Saygin H. Re-optimization of Otto power cycles working with ideal quantum gases. Phys Scripta 64 2 (2001) 108-112
30. Pathria P.K. Statistical mechanics (2003), London Pergamon Press