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A refrigerator is to remove heat from the cooled space at a rate of 300 kj/min to maintain its temperature at -8 °c. if the air surrounding the refrigerator is at 25 °c, deter…
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A refrigerator is to remove heat from the cooled space at a rate of 300 kj/min to maintain its temperature at -8 °c. if the air surrounding the refrigerator is at 25 °c, deter…
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Oct 22, 2018
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A refrigerator is to remove heat from the cooled space at a rate of 300 kj/min to maintain its temperature at -8 °c. if the air surrounding the refrigerator is at 25 °c, determine the minimum power input required for this refrigerator.
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The solution for this problem is:
Coefficient of performance (COP) for a refrigerator = Qc/W where QC =300 in this case and W is the energy input requirement per minute. The best attainable COP is for a reversible heat cycle and = Tc/(Th-Tc) = 265/(33) = 8.03
Therefore W = 300/8.03 = 37.36 kJ/min = 622.66667 J/s = 622.66667 watts = 0.622 kW.
Sergei Golos
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Oct 27, 2018
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