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CO2 HEAT PUMP Analysis

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CO2 HEAT PUMP Analysis ( co2-heat-pump-analysis )

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CHAPTER 3: PUMP SIMULA TION MODEL A system working with a transcritical CO2 compressor won't have a conventional condenser but will rather have a gas cooler that cools down the compressed CO2 (Dorin, s.a.). Therefore it must be known that the global efficiency of the system will depend on how good the heat transfer is in the gas cooler and thus the gas cooler should be designed accordingly. A higher refrigerating capacity will be found for a lower gas cooler outlet temperature. Table 3.1 shows the compressor performance for the TCS362-D compressor that will be used in the system simulation. Table 3.1: Performance chart for the TCS3S2-D compressor (DORIN, s.a.). TRANSCRmCO MONOSTADIO f TRANSCRITICAL SINGLE STAGE modella / model t -20 -15 -10 Q P 15 ,9 9,9 25 TCS362-0 110 4,797 14,5 12,8 75 2,830 33,3 10,5 2,830 28,5 10,5 3,396 11,7 4,52S 2,151 2,151 1 14,9 14,9 16,5 12,4 12,4 14,9 17,4 17,4 3,023 17,4 3,023 17,4 75 1,666 11,7 75 1,666 11,7 90 2,000 14,7 120 2,666 17,9 120 2,666 17,9 120 2,666 46,3 17,9 120 2,666 36,S 17,9 130 2,888 59,1 19,5 130 2,888 52,7 19,5 Beta'" pressure ratio. Data is valid for a 1OKsuction gas temperature. Q = refrigeration capacity [kW] Tgc_out = gas cooler outlet temperature [·C] P_dis = discharge pressure [bar] P_sue'" suction pressure [bar] T_ev =evaporating temperature [OC] P =power A Techno-Economical Analysis of a CO2 Heat Pump. School ofMechanieal Engineering, North-West University sue 19,72 22,93 34,36 ° 5 10 39,69 45,01 3,803 13,8 9,9 4,564 13,7 10,3 5,578 11,0 11,6 3,271 27,0 10,4 3,271 23,1 10,4 7 5 90 3,925 17,6 11,2

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