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Sensitivity Analysis of Transcritical CO2 Cycle Performance Regarding Isentropic Efficiencies of Turbomachinery for Low Temperature Heat Sources
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Sensitivity Analysis of Transcritical CO2 Cycle Performance Regarding Isentropic Efficiencies of Turbomachinery for Low Temperature Heat Sources

K.-H. Lu, H.-W.D. Chiang 和 P.-J. Wang
Energies, 卷.15(23)
2022
Web of Science ID: WOS:000898069200001

摘要

isentropic efficiency recuperator sensitivity analysis transcritical CO<sub>2</sub> turbomachinery waste heat recovery Carbon dioxide Cost effectiveness Energy conservation Recuperators Temperature Turbomachinery Waste heat Waste heat utilization Cycle performance Heat source temperatures Isentropic efficiency Low-temperature heat sources Power cycle Systems performance Transcritical Transcritical CO2 Waste-heat recovery Working pressures Sensitivity analysis
The transcritical CO2 (T-CO2) power cycle using low temperature waste heat is a promising technique for energy saving and environmental protection. However, according to the literature, there is no commercialized unit in service yet. This study provides developers a reference to shorten the design phase of the T-CO2 cycle commercialization process. A sensitivity analysis of the system performance, i.e., thermal efficiency and net power output, regarding the isentropic efficiencies of pump ((Formula presented.)) and expander ((Formula presented.)) and the heat source temperature ((Formula presented.)) has been carried out using MATLAB and NIST REFPROP database. Simple and recuperative configurations are investigated based on their own optimal working pressures. The results show that the enhancement of (Formula presented.) has a greater influence on improving the system performance, but the improvement will diminish as (Formula presented.), (Formula presented.), and (Formula presented.) increase. Although better system performance can be achieved with higher (Formula presented.), (Formula presented.), and (Formula presented.), the cost of the system equipment will also increase due to the higher optimal working pressure. In addition, increasing (Formula presented.) and (Formula presented.) will negatively affect the effectiveness of the recuperator. Therefore, the turbomachinery efficiencies and the heat source temperature should be considered simultaneously for the most cost-effective system design. © 2022 by the authors.

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https://www.scopus.com/inward/record.uri?eid=2-s2.0-85143487023&doi=10.3390%2fen15238868&partnerID=40&md5=e538721d73663324fe08abb8a3274a13檢視
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https://doi.org/10.3390/en15238868檢視
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