Research Article
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Year 2017, , 1478 - 1488, 19.09.2017
https://doi.org/10.18186/journal-of-thermal-engineering.338876

Abstract

References

  • [1] Zare V, Mahmoudi SMS Yari M. An exergoeconomic investigation of waste heat recovery from the Gas Turbine-Modular Helium Reactor (GT-MHR) employing an ammonia–water power/cooling cycle. Energy. 2013;61: 397–409.
  • [2] Singh R, Kearney MP and Manzie C. Extremum-seeking control of a supercritical carbon-dioxide closed Brayton cycle in a direct-heated solar thermal power plant. Energy . 2013;60: 380–387.
  • [3] Singh R, Miller SA, Rowlands AS and Jacobs -PA. Dynamic characteristics of a direct-heated supercritical carbon-dioxide Brayton cycle in a solar thermal power plant. Energy . 2013;50: 194–204.
  • [4] Abd El-Maksoud RM. Binary Brayton cycle with two isothermal processes. Energy Conversion and Management. 2013;73:303–308.
  • [5] Singh R, Rowlands AS and Miller SA. Effects of relative volume-ratios on dynamic performance of a direct-heated supercritical carbon-dioxide closed Brayton cycle in a solar-thermal power plant. Energy . 2013;55:1025–1032.
  • [6] Ferraro V, Imineo F and Marinelli V. An improved model to evaluate thermodynamic solar plants with cylindrical parabolic collectors and air turbine engines in open Joule–Brayton cycle. Energy. 2013;53: 323–331.
  • [7] Haseli Y. Optimization of a regenerative Brayton cycle by maximization of a newly defined second law efficiency. Energy Conversion and Management. 2013;68: 133–140.
  • [8] Plaznik U, Tušek J, Kitanovski A and Poredoš A. Numerical and experimental analyses of different magnetic thermodynamic cycles with an active magnetic regenerator. Applied Thermal Engineering. 2013;59(1-2): 52–59.
  • [9] Malinowski L and Lewandowska M. Analytical model-based energy and exergy analysis of a gas microturbine at part-load operation. Applied Thermal Engineering. 2013;57(1-2): 125–132.
  • [10] Sim K, Koo B, Kim CH and Kim TH. Development and performance measurement of micro-power pack using micro-gas turbine driven automotive alternators. Applied Energy. 2013;102: 309–319.
  • [11] Rao AD and Francuz DJ. An evaluation of advanced combined cycles. Applied Energy. 2013;102: 1178–1186.
  • [12] Ablay G. A modeling and control approach to advanced nuclear power plants with gas turbines. Energy Conversion and Management. 2013;76: 899–909.
  • [13] Mahto D and Pal S. Thermodynamics and thermo-economic analysis of simple combined cycle with inlet fogging. Applied Thermal Engineering. 2013;51(1-2): 413–424.
  • [14] Fernández-Villacé V and Paniagua G. On the exergetic effectiveness of combined-cycle engines for high speed propulsion. Energy. 2013;51: 382–394.
  • [15] Pantaleo AM, Camporeale S and Shah S. Thermo-economic assessment of externally fired micro-gas turbine fired by natural gas and biomass: Applications in Italy. Energy Conversion and Management. 2013;75: 202–213.
  • [16] Singh OK and Kaushik SC. Thermoeconomic evaluation and optimization of a Brayton–Rankine–Kalina combined triple power cycle. Energy Conversion and Management. 2013;71: 32–42.
  • [17] Goodarzi M, Kiasat M and Khalilidehkordi E. Performance analysis of a modified regenerative Brayton and inverse Brayton cycle. Energy. 2014;72: 35–43.
  • [18] Al-Sulaiman FA and K Atif M. Performance comparison of different supercritical carbon dioxide Brayton cycles integrated with a solar power tower. Energy. 2014;72: 35–43.
  • [19] Le Roux WG, Ochende TB and Meyer JP. The efficiency of an open-cavity tubular solar receiver for a small-scale solar thermal Brayton cycle. Energy Conversion and Management. 2014;84: 457–470.
  • [20] Dutta P, Kumar P, Ng KC, Murthy SS and Srinivasan K. Organic Brayton Cycles with solid sorption thermal compression for low grade heat utilization. Applied Thermal Engineering. 2014;62(1): 171–175.
  • [21] Ebrahimi R. Thermodynamic modeling of performance of a Miller cycle with engine speed and variable specific heat ratio of working fluid. Computers and Mathematics with Applications 2011;62: 2169–76.
  • [22] Ebrahimi R. Performance analysis of an irreversible Miller cycle with considerations of relative air–fuel ratio and stroke length. Applied Math Modeling 2012;36: 4073–9.
  • [23] Gonca G. Thermodynamic analysis and performance maps for the irreversible Dual–Atkinson cycle engine (DACE) with considerations of temperature-dependent specific heats, heat transfer and friction losses. Energy Convers Manage 2016;111:205–216.
  • [24] Gonca G, Sahin B. The influences of the engine design and operating parameters on the performance of a turbocharged and steam injected diesel engine running with the Miller cycle. Appl Math Modeling 2016;40(5-6):3764-3782.
  • [25] Ferguson CR. Internal combustion engines – applied thermosciences. New York: John Wiley & Sons Inc.; 1986.
  • [26] EES Academic Professional Edition, (2014), V.9.701-3D, USA, F-Chart Software.
  • [27] Ge Y, Chen L, Sun F, Wu C. Finite-Time Thermodynamic Modelling and Analysis of an Irreversible Otto-Cycle. Appl Energy 2008;85: 618-24.

APPLICATION OF A NOVEL THERMO-ECOLOGICAL PERFORMANCE CRITERION: EFFECTIVE ECOLOGICAL POWER DENSITY (EFECPOD) TO A JOULE-BRAYTON CYCLE (JBC) TURBINE

Year 2017, , 1478 - 1488, 19.09.2017
https://doi.org/10.18186/journal-of-thermal-engineering.338876

Abstract

This study presents an
application of a new performance analysis criterion named as Effective
Ecological Power Density (EFECPOD) to a Joule-Brayton cycle (JBC) turbine. The
turbine performance is expressed a single value by the proposed criterion using
effective efficiency, effective power, cycle temperature ratio and volume. NOx
formation and turbine dimensions are considered by the cycle temperature ratio
and turbine volume, respectively. The turbine volume is also related to
production cost of the heat engine. Therefore, the proposed criterion is
essential for multi purpose optimization. Furthermore, this criterion can be
developed and applied to the other gas cycle and heat engines. Also, the
influences of engine design parameters such as cycle temperature ratio,
pressure ratio, turbine speed, and equivalence ratio on the EFECPOD have been
examined based on Finite-Time Thermodynamics Modelling (FTTM). In order to
obtain realistic results, temperature-dependent specific heats for working
fluid have been used and heat transfer and exhaust output losses have been
taken into consideration. The results presented could be an essential tool for
JBC turbine designers.

References

  • [1] Zare V, Mahmoudi SMS Yari M. An exergoeconomic investigation of waste heat recovery from the Gas Turbine-Modular Helium Reactor (GT-MHR) employing an ammonia–water power/cooling cycle. Energy. 2013;61: 397–409.
  • [2] Singh R, Kearney MP and Manzie C. Extremum-seeking control of a supercritical carbon-dioxide closed Brayton cycle in a direct-heated solar thermal power plant. Energy . 2013;60: 380–387.
  • [3] Singh R, Miller SA, Rowlands AS and Jacobs -PA. Dynamic characteristics of a direct-heated supercritical carbon-dioxide Brayton cycle in a solar thermal power plant. Energy . 2013;50: 194–204.
  • [4] Abd El-Maksoud RM. Binary Brayton cycle with two isothermal processes. Energy Conversion and Management. 2013;73:303–308.
  • [5] Singh R, Rowlands AS and Miller SA. Effects of relative volume-ratios on dynamic performance of a direct-heated supercritical carbon-dioxide closed Brayton cycle in a solar-thermal power plant. Energy . 2013;55:1025–1032.
  • [6] Ferraro V, Imineo F and Marinelli V. An improved model to evaluate thermodynamic solar plants with cylindrical parabolic collectors and air turbine engines in open Joule–Brayton cycle. Energy. 2013;53: 323–331.
  • [7] Haseli Y. Optimization of a regenerative Brayton cycle by maximization of a newly defined second law efficiency. Energy Conversion and Management. 2013;68: 133–140.
  • [8] Plaznik U, Tušek J, Kitanovski A and Poredoš A. Numerical and experimental analyses of different magnetic thermodynamic cycles with an active magnetic regenerator. Applied Thermal Engineering. 2013;59(1-2): 52–59.
  • [9] Malinowski L and Lewandowska M. Analytical model-based energy and exergy analysis of a gas microturbine at part-load operation. Applied Thermal Engineering. 2013;57(1-2): 125–132.
  • [10] Sim K, Koo B, Kim CH and Kim TH. Development and performance measurement of micro-power pack using micro-gas turbine driven automotive alternators. Applied Energy. 2013;102: 309–319.
  • [11] Rao AD and Francuz DJ. An evaluation of advanced combined cycles. Applied Energy. 2013;102: 1178–1186.
  • [12] Ablay G. A modeling and control approach to advanced nuclear power plants with gas turbines. Energy Conversion and Management. 2013;76: 899–909.
  • [13] Mahto D and Pal S. Thermodynamics and thermo-economic analysis of simple combined cycle with inlet fogging. Applied Thermal Engineering. 2013;51(1-2): 413–424.
  • [14] Fernández-Villacé V and Paniagua G. On the exergetic effectiveness of combined-cycle engines for high speed propulsion. Energy. 2013;51: 382–394.
  • [15] Pantaleo AM, Camporeale S and Shah S. Thermo-economic assessment of externally fired micro-gas turbine fired by natural gas and biomass: Applications in Italy. Energy Conversion and Management. 2013;75: 202–213.
  • [16] Singh OK and Kaushik SC. Thermoeconomic evaluation and optimization of a Brayton–Rankine–Kalina combined triple power cycle. Energy Conversion and Management. 2013;71: 32–42.
  • [17] Goodarzi M, Kiasat M and Khalilidehkordi E. Performance analysis of a modified regenerative Brayton and inverse Brayton cycle. Energy. 2014;72: 35–43.
  • [18] Al-Sulaiman FA and K Atif M. Performance comparison of different supercritical carbon dioxide Brayton cycles integrated with a solar power tower. Energy. 2014;72: 35–43.
  • [19] Le Roux WG, Ochende TB and Meyer JP. The efficiency of an open-cavity tubular solar receiver for a small-scale solar thermal Brayton cycle. Energy Conversion and Management. 2014;84: 457–470.
  • [20] Dutta P, Kumar P, Ng KC, Murthy SS and Srinivasan K. Organic Brayton Cycles with solid sorption thermal compression for low grade heat utilization. Applied Thermal Engineering. 2014;62(1): 171–175.
  • [21] Ebrahimi R. Thermodynamic modeling of performance of a Miller cycle with engine speed and variable specific heat ratio of working fluid. Computers and Mathematics with Applications 2011;62: 2169–76.
  • [22] Ebrahimi R. Performance analysis of an irreversible Miller cycle with considerations of relative air–fuel ratio and stroke length. Applied Math Modeling 2012;36: 4073–9.
  • [23] Gonca G. Thermodynamic analysis and performance maps for the irreversible Dual–Atkinson cycle engine (DACE) with considerations of temperature-dependent specific heats, heat transfer and friction losses. Energy Convers Manage 2016;111:205–216.
  • [24] Gonca G, Sahin B. The influences of the engine design and operating parameters on the performance of a turbocharged and steam injected diesel engine running with the Miller cycle. Appl Math Modeling 2016;40(5-6):3764-3782.
  • [25] Ferguson CR. Internal combustion engines – applied thermosciences. New York: John Wiley & Sons Inc.; 1986.
  • [26] EES Academic Professional Edition, (2014), V.9.701-3D, USA, F-Chart Software.
  • [27] Ge Y, Chen L, Sun F, Wu C. Finite-Time Thermodynamic Modelling and Analysis of an Irreversible Otto-Cycle. Appl Energy 2008;85: 618-24.
There are 27 citations in total.

Details

Journal Section Articles
Authors

Güven Gonca

Publication Date September 19, 2017
Submission Date September 19, 2017
Published in Issue Year 2017

Cite

APA Gonca, G. (2017). APPLICATION OF A NOVEL THERMO-ECOLOGICAL PERFORMANCE CRITERION: EFFECTIVE ECOLOGICAL POWER DENSITY (EFECPOD) TO A JOULE-BRAYTON CYCLE (JBC) TURBINE. Journal of Thermal Engineering, 3(5), 1478-1488. https://doi.org/10.18186/journal-of-thermal-engineering.338876
AMA Gonca G. APPLICATION OF A NOVEL THERMO-ECOLOGICAL PERFORMANCE CRITERION: EFFECTIVE ECOLOGICAL POWER DENSITY (EFECPOD) TO A JOULE-BRAYTON CYCLE (JBC) TURBINE. Journal of Thermal Engineering. October 2017;3(5):1478-1488. doi:10.18186/journal-of-thermal-engineering.338876
Chicago Gonca, Güven. “APPLICATION OF A NOVEL THERMO-ECOLOGICAL PERFORMANCE CRITERION: EFFECTIVE ECOLOGICAL POWER DENSITY (EFECPOD) TO A JOULE-BRAYTON CYCLE (JBC) TURBINE”. Journal of Thermal Engineering 3, no. 5 (October 2017): 1478-88. https://doi.org/10.18186/journal-of-thermal-engineering.338876.
EndNote Gonca G (October 1, 2017) APPLICATION OF A NOVEL THERMO-ECOLOGICAL PERFORMANCE CRITERION: EFFECTIVE ECOLOGICAL POWER DENSITY (EFECPOD) TO A JOULE-BRAYTON CYCLE (JBC) TURBINE. Journal of Thermal Engineering 3 5 1478–1488.
IEEE G. Gonca, “APPLICATION OF A NOVEL THERMO-ECOLOGICAL PERFORMANCE CRITERION: EFFECTIVE ECOLOGICAL POWER DENSITY (EFECPOD) TO A JOULE-BRAYTON CYCLE (JBC) TURBINE”, Journal of Thermal Engineering, vol. 3, no. 5, pp. 1478–1488, 2017, doi: 10.18186/journal-of-thermal-engineering.338876.
ISNAD Gonca, Güven. “APPLICATION OF A NOVEL THERMO-ECOLOGICAL PERFORMANCE CRITERION: EFFECTIVE ECOLOGICAL POWER DENSITY (EFECPOD) TO A JOULE-BRAYTON CYCLE (JBC) TURBINE”. Journal of Thermal Engineering 3/5 (October 2017), 1478-1488. https://doi.org/10.18186/journal-of-thermal-engineering.338876.
JAMA Gonca G. APPLICATION OF A NOVEL THERMO-ECOLOGICAL PERFORMANCE CRITERION: EFFECTIVE ECOLOGICAL POWER DENSITY (EFECPOD) TO A JOULE-BRAYTON CYCLE (JBC) TURBINE. Journal of Thermal Engineering. 2017;3:1478–1488.
MLA Gonca, Güven. “APPLICATION OF A NOVEL THERMO-ECOLOGICAL PERFORMANCE CRITERION: EFFECTIVE ECOLOGICAL POWER DENSITY (EFECPOD) TO A JOULE-BRAYTON CYCLE (JBC) TURBINE”. Journal of Thermal Engineering, vol. 3, no. 5, 2017, pp. 1478-8, doi:10.18186/journal-of-thermal-engineering.338876.
Vancouver Gonca G. APPLICATION OF A NOVEL THERMO-ECOLOGICAL PERFORMANCE CRITERION: EFFECTIVE ECOLOGICAL POWER DENSITY (EFECPOD) TO A JOULE-BRAYTON CYCLE (JBC) TURBINE. Journal of Thermal Engineering. 2017;3(5):1478-8.

IMPORTANT NOTE: JOURNAL SUBMISSION LINK http://eds.yildiz.edu.tr/journal-of-thermal-engineering