Residential CO2 Heat Pump System for Combined

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Residential CO2 Heat Pump System for Combined ( residential-co2-heat-pump-system-combined )

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6 – Modelling Owing to the curvature (dh/D) of tube-in-tube heat exchangers and the consequent centrifugal forced that are initiated, the pressure drop will be greater than that of straight tubes. 6.1.3.5 Programming Language and Model Structure The computer model was programmed in Microsoft Excel/Visual Basic. Based on former experiences with computer simulation of counter-flow CO2 gas coolers (Adriansyah, 2001), each gas cooler unit was divided into 20 sub-sections. Within each sub-section the thermophysical properties of the fluids were calculated on the basis of the arithmetic mean temperature. Table 6.1 shows the calculated length of the gas cooler sub-sections and the maximum CO2 temperature gradient within each section, when the gas cooler geometry and the operating conditions were the same as for the prototype CO2 heat pump unit presented in Sections 4.1 and 5.1, Testing of a Residential Brine-to-Water CO2 Heat Pump Unit. Table 6.1 The maximum CO2 temperature gradient for the gas cooler sub-sections in the computer model when using data for the prototype CO2 heat pump unit (ref. Sections 4.1 and 5.1). Ranges Total length [m] Sub-section (cell) length [m] Preheating Heating Reheating Comb. mode: DHW mode: SH mode: Max. temp. range [oC] Max. temp.grad. [K/cell] Max. temp. range [oC] Max. temp.grad. [K/cell] Max. temp. range [oC] Max. temp.grad. [K/cell] 5–30 28–60 40–100 Figure 6.5 illustrates the structure of the modelled tripartite gas cooler including the internal connection between the sub-sections. The most important input and output variables are also displayed. The subscripts SH and DHW refer to the space heating and hot water circuits, respectively. 180 DHW Space DHW 14 15 3 0.70 0.75 0.15 1.3 1.6 3.0 5–70 * 3.8 * 3.5 50–120 * 28–100 * * 3.0 *

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