Chapter 6: Problem 32
Define the coefficient of performance of a refrigerator in words. Can it be greater than unity?
Chapter 6: Problem 32
Define the coefficient of performance of a refrigerator in words. Can it be greater than unity?
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Get started for freeShow that processes that use work for mixing are irreversible by considering an adiabatic system whose contents are stirred by turning a paddle wheel inside the system (e.g., stirring a cake mix with an electric mixer).
What are the two statements known as the Carnot principles?
A typical electric water heater has an efficiency of 95 percent and costs \(\$ 350\) a year to operate at a unit cost of electricity of \(\$ 0.11 / \mathrm{kWh}\). A typical heat pump-powered water heater has a COP of 3.3 but costs about \(\$ 800\) more to install. Determine how many years it will take for the heat pump water heater to pay for its cost differential from the energy it saves.
A heat pump is absorbing heat from the cold outdoors at \(5^{\circ} \mathrm{C}\) and supplying heat to a house at \(25^{\circ} \mathrm{C}\) at a rate of \(18,000 \mathrm{kJ} / \mathrm{h}\). If the power consumed by the heat pump is \(1.9 \mathrm{kW},\) the coefficient of performance of the heat pump is \((a) 1.3\) (b) 2.6 \((c) 3.0\) \((d) 3.8\) \((e) 13.9\)
Consider a Carnot refrigerator and a Carnot heat pump operating between the same two thermal energy reservoirs. If the COP of the refrigerator is \(3.4,\) the COP of the heat pump is \((a) 1.7\) (b) 2.4 \((c) 3.4\) \((d) 4.4\) \((e) 5.0\)
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