A refrigerator removes heat from its cold space at a rate of 3.2 kW while its compressor uses 0.8 kW of power. Find its coefficient of performance COPR.
Heat engines & refrigerators worksheet with answers
A heat pump with a coefficient of performance of 3.3 delivers 17.5 kW of heat to a house. Find the electrical power Ẇ it uses.
A reversible refrigerator keeps a cold room at -18 °C by removing 7.5 kW of heat, and rejects heat to the surroundings at 40 °C. Find the rate Q̇H at which it rejects heat.
A heat engine works between a hot reservoir at 750 °C and a cold reservoir at 20 °C. Find the highest possible thermal efficiency ηmax.
A Carnot heat engine receives 70 kW of heat from a source at 850 °C and rejects heat to the surroundings at 30 °C. All of its work drives a Carnot refrigerator that removes heat from a freezer at -15 °C and also rejects heat to the surroundings at 30 °C. Find the rate Q̇L at which heat is removed from the freezer.
A Carnot heat engine receives 180 kW of heat from a source at 400 °C and rejects heat to the surroundings at 20 °C. All of its work drives a Carnot refrigerator that removes heat from a freezer at -25 °C and also rejects heat to the surroundings at 20 °C. Find the rate Q̇L at which heat is removed from the freezer.
Answer key
- 1. COPR = 4
- 2. Ẇ = 5.303 kW
- 3. Q̇H = 9.205 kW
- 4. ηmax = 71.35 %
- 5. Q̇L = 293.2 kW
- 6. Q̇L = 560.3 kW
Full step-by-step solutions: practise this topic on examproblems.com.