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Refrigerators.

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Presentation on theme: "Refrigerators."— Presentation transcript:

1 Refrigerators

2 Reversing the Flow Heat flow through an engine was used to generate work. Work can also be used to create a net flow of heat. That flow can reverse the trend of the second law. An engine takes a temperature difference to create work. A refrigerator or heat pump takes work to push heat against the temperature difference.

3 Refrigerator Thermodynamically a refrigerator pumps heat from a small cold region into a large hot region. The work is supplied by a motor. Air conditioners are a type of refrigerator.

4 Refrigeration The motor forces gas at high pressure into a condenser
The condenser allows the gas to cool exhaust heat to the outside. The cool gas goes into the unit and draws heat from the inside.

5 Performance The second law prohibits a perfect refrigerator.
A coefficient of performance (Kr) compares the work to the low temperature side.

6 Heat Pump A heat pump is similar to a refrigerator.
Work is used to move heat from a low temperature to a high temperature. A heat pump has the small volume at high temperature. Refrigerator is the opposite Heat pumps can become air conditioners in the summer.

7 Heat Pump Performance Heat pumps deliver heat to the high temperature
Refrigerators took heat from the low temperature. A coefficient of performance (Kp) is different for heat pumps. Compare the high temperature side to the work.

8 Comfort Zone A heat pump has Kp = 3.0 and is rated to do work at 1500 W. How much heat can it add to a room per second? What is its Kr as an air conditioner in the summer? Find the heat directly from the definition. QH = Kp W QH = 3.0 (1500 W)(1 s) = 4500 J Use conservation to get QL. QL = QH - W QL = 3000 J Kr = QL / W = 2.0


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