Transcritical CO2 heat pump systems

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Transcritical CO2 heat pump systems ( transcritical-co2-heat-pump-systems )

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2058 J. Sarkar et al. / Energy Conversion and Management 46 (2005) 2053–2067 2.3. Gas cooler The energy balance in the gas cooler yields Qgcw þ Qgco 1⁄4 Qgcr 1⁄4 m_ refðh2 􏱁 h3Þ; ð11Þ where Qgcr is the heat transferred from the refrigerant in the gas cooler, given by 􏱿DPDP 􏱾T0􏱿 XN i1⁄41 ðUAÞgciðLMTDÞgci; Qgco is the heat loss to the ambient. The heating effect Qgcw is given by Qgcw 1⁄4m_gcwcpwðTgco 􏱁TgciÞ: The resulting irreversibility is expressed as 􏱾 Tgco ð12Þ ð13Þ Qgcr 1⁄4 Igc 1⁄4T0 m_gcwcpw lnT 􏱁m_refðs2 􏱁s3Þ þIgcr þIgcw þQgco 1􏱁T gci : ð14Þ gcw The irreversibility due to pressure drop is given by IDPþIDP 1⁄4m_rDPgcrþm_gcwDPgcw; ð15Þ where DPgcw is the water side pressure drop in the gas cooler. The refrigerant side pressure drop gcr gcw qgcr qgcw DPgcr is estimated by the correlation [11] XN 􏲀G2r􏱾 Lgc 􏱿􏲁 DPgcr 1⁄4 q fgcrd þ1:2 ð16Þ i1⁄41 r gci i where the friction factor for the supercritical refrigerant flow is given by fgcr 1⁄4 1⁄20:79 lnðReÞ 􏱁 1:64􏱼􏱁2: ð17Þ 2.4. Expansion device The irreversibility during the expansion process is expressed as Iexp 1⁄4T0m_refðs5 􏱁s4Þ: ð18Þ 2.5. Internal heat exchanger The heat balance in the internal heat exchanger yields m_rðh1 􏱁h6Þ1⁄4m_rðh3 􏱁h4ÞþQhex0; ð19Þ where Qhex0 is the heat gain (+ sign) or loss (􏱁 sign) with the ambient.

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