2006
DOI: 10.1016/j.expthermflusci.2005.05.008
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Refrigerant pressure drop in chevron and bumpy style flat plate heat exchangers

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Cited by 43 publications
(13 citation statements)
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“…8 illustrates the saturated vapour condensation frictional pressure drop against the kinetic energy per unit volume of the refrigerant flow computed by the homogeneous model: The frictional pressure drop shows a linear dependence on the kinetic energy of the refrigerant flow and therefore a quadratic dependence on the refrigerant mass flux as already found by Jassim et al (2006) in adiabatic two-phase flow of HFC-134a through a PHE. It should be noted that in the present work the kinetic energy per unit volume of the two-phase flow is computed by the homogeneous model, whereas Jassim et al (2006) have developed a specific void fraction model. The following best fitting equation has been derived from the present experimental data:…”
Section: Analysis Of the Resultsmentioning
confidence: 84%
“…8 illustrates the saturated vapour condensation frictional pressure drop against the kinetic energy per unit volume of the refrigerant flow computed by the homogeneous model: The frictional pressure drop shows a linear dependence on the kinetic energy of the refrigerant flow and therefore a quadratic dependence on the refrigerant mass flux as already found by Jassim et al (2006) in adiabatic two-phase flow of HFC-134a through a PHE. It should be noted that in the present work the kinetic energy per unit volume of the two-phase flow is computed by the homogeneous model, whereas Jassim et al (2006) have developed a specific void fraction model. The following best fitting equation has been derived from the present experimental data:…”
Section: Analysis Of the Resultsmentioning
confidence: 84%
“…The frictional pressure drop calculated using Eq. (13) was correlated as a function of the kinetic energy per unit volume of the flow Ke/V as shown in Longo and Gasparella [37] and Jassim et al [52]:…”
Section: Frictional Pressure Dropmentioning
confidence: 99%
“…The plates are compressed together in a rigid frame to form an arrangement of parallel flow channels with alternating hot and cold fluids. To enhance the thermal efficiency of the heat exchangers, the thermal capability of the working fluid must increase [3,4]. Addition of small amount of high thermal conductivity solid nanoparticles in base fluid increases the thermal conductivity, thus increasing the heat transfer rate in the heat exchangers [5][6][7][8].…”
Section: Introductionmentioning
confidence: 99%