Compression ratio energy and exergy analysis of a developed Brayton-based power cycle employing CAES and ORC

Energy consumption growth in the world is one of the primary concerns of researchers in the energy fields. Providing demanded power, especially in peak consumption times besides less emission production, is always been the goal of power plants designers. Utilizing auxiliary devices or cycles such as...

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Veröffentlicht in:Journal of thermal analysis and calorimetry 2020-02, Vol.139 (4), p.2781-2790
Hauptverfasser: Bagherzadeh, Seyed Amin, Ruhani, Behrooz, Namar, Mohammad Mostafa, Alamian, Rezvan, Rostami, Sara
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container_end_page 2790
container_issue 4
container_start_page 2781
container_title Journal of thermal analysis and calorimetry
container_volume 139
creator Bagherzadeh, Seyed Amin
Ruhani, Behrooz
Namar, Mohammad Mostafa
Alamian, Rezvan
Rostami, Sara
description Energy consumption growth in the world is one of the primary concerns of researchers in the energy fields. Providing demanded power, especially in peak consumption times besides less emission production, is always been the goal of power plants designers. Utilizing auxiliary devices or cycles such as compressed air energy system or organic Rankine cycle can help them to achieve their goal. However, the performance of these auxiliary instruments should be evaluated having the best design achieving the target. In this research, employing compressed air energy besides utilizing an organic Rankine cycle is proposed for improving the performance of a Brayton power cycle; moreover, optimum operating condition for compression ratio of each cycle is found with energy–exergy analysis. Various working fluids for organic Rankine cycle are explored, and the best conditions are introduced based on energy and exergy parameters, namely the first- and second-law efficiencies, power and exergy destruction. Results show that the optimum compression ratio of Brayton cycle is 7.5 for all considered organic fluids, and optimum pressure ratio of organic Rankine cycle is 5.5 for isopentane and n -pentane. Isopentane has the least exergy destruction, while the maximum first- and second-law efficiencies are achieved by R123.
doi_str_mv 10.1007/s10973-019-09051-5
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Providing demanded power, especially in peak consumption times besides less emission production, is always been the goal of power plants designers. Utilizing auxiliary devices or cycles such as compressed air energy system or organic Rankine cycle can help them to achieve their goal. However, the performance of these auxiliary instruments should be evaluated having the best design achieving the target. In this research, employing compressed air energy besides utilizing an organic Rankine cycle is proposed for improving the performance of a Brayton power cycle; moreover, optimum operating condition for compression ratio of each cycle is found with energy–exergy analysis. Various working fluids for organic Rankine cycle are explored, and the best conditions are introduced based on energy and exergy parameters, namely the first- and second-law efficiencies, power and exergy destruction. Results show that the optimum compression ratio of Brayton cycle is 7.5 for all considered organic fluids, and optimum pressure ratio of organic Rankine cycle is 5.5 for isopentane and n -pentane. 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Providing demanded power, especially in peak consumption times besides less emission production, is always been the goal of power plants designers. Utilizing auxiliary devices or cycles such as compressed air energy system or organic Rankine cycle can help them to achieve their goal. However, the performance of these auxiliary instruments should be evaluated having the best design achieving the target. In this research, employing compressed air energy besides utilizing an organic Rankine cycle is proposed for improving the performance of a Brayton power cycle; moreover, optimum operating condition for compression ratio of each cycle is found with energy–exergy analysis. Various working fluids for organic Rankine cycle are explored, and the best conditions are introduced based on energy and exergy parameters, namely the first- and second-law efficiencies, power and exergy destruction. 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subjects Alternative energy sources
Analysis
Analytical Chemistry
Brayton cycle
Chemistry
Chemistry and Materials Science
Compressed air
Compression ratio
Cycle ratio
Destruction
Electric power generation
Electric power-plants
Energy
Energy consumption
Exergy
Food service
Heat recovery
Inorganic Chemistry
Measurement Science and Instrumentation
Physical Chemistry
Polymer Sciences
Power consumption
Power plants
Pressure ratio
Rankine cycle
Working fluids
title Compression ratio energy and exergy analysis of a developed Brayton-based power cycle employing CAES and ORC
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