Determine the COP of a heat pump that supplies energy to a house at a rate of 8000 kJ/h for each kW of electric power it draws. Also, determine the rate of energy absorption from the outdoor air.
Solution;
Given;
Q˙=8000kJ/h\dot Q =8000kJ/hQ˙=8000kJ/h
W=1kWW=1kWW=1kW
COPHP=QW=(8000kJ/h1kW)(1kW3600kJ/h)=2.22COP_{HP}=\frac{Q}{W}=(\frac{8000kJ/h}{1kW})(\frac{1kW}{3600kJ/h})=2.22COPHP=WQ=(1kW8000kJ/h)(3600kJ/h1kW)=2.22
Q˙L=Q˙HP−W˙\dot Q_L=\dot Q_{HP}-\dot WQ˙L=Q˙HP−W˙
Q˙L=8000−1(3600)=4400kJ/h\dot Q_L=8000-1(3600)=4400kJ/hQ˙L=8000−1(3600)=4400kJ/h
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