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218                 Low-Temperature Energy Systems with Applications of Renewable Energy





















         Fig. 5.37 The dependence h ex ¼ f(T env ) and s ¼ f(T env ) on the ambient air temperature for the
         HPU system shown in Fig. 5.36.
























         Fig. 5.38 Exergy losses in the HPU elements versus the ambient air temperature showing the
         effect of different seasons on the exergy losses. EM1 and EM2 are the electric motors that drive
         CM1 and CM2 compressors, respectively.


            The formula for calculating the loss of exergy for the condenser has the following
         form:

                                                   s
             E _ COND  ¼ _ m C ðh 5   h 6   T env ðs 5   s 6 ÞÞ   Q _  HPU c  (5.29)
               Dk
         where Q _ HPU  is thermal capacity of the HPU; s s is the exergy temperature Carnot
         function of a heat receiver.
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