A simple characterization of a "heat pump" is -a heat engine operating between reservoirs of equal...
A simple characterization of a "heat pump" is
-a heat engine operating between reservoirs of equal temperature
-a device converting heat into work.
-a heat engine running backwards.
- a device allowing heat to flow from hot to cold.
Homework Answers
Answer: a heat engine running backwards.
A heat pump is a device for delivering heat from a low-temperature to a high-temperature mesium by doing work, which is the reverse of heat engine cycle.
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A simple characterization of a "heat pump" is
-a heat engine operating between reservoirs of equal...
A heat engine operating between energy reservoirs at 20∘C and 550 ∘C has 29 % of...
A heat engine operating between energy reservoirs at 20∘C and 550 ∘C has 29 % of the maximum possible efficiency. How much energy must this engine extract from the hot reservoir to do 1200 J of work?
A heat engine operates between two reservoirs at 1000°C and 20°C. The heat engine is used...
A heat engine operates between two reservoirs at 1000°C and 20°C. The heat engine is used to drive a Carnot heat pump that removes heat from the cold surroundings at 5°C and transfers it to a house maintained at 25°C. If the house is losing heat at a rate of 20 kW. Determine: i) the thermal efficiency of the heat engine ii) the minimum rate of heat supply to the heat engine required to keep the house at 25°C
SP3. A Carnot engine operating in reverse as a heat pump moves heat from a cold...
SP3. A Carnot engine operating in reverse as a heat pump moves heat from a cold reservoir at 7°C to a warmer one at 22°C. a) What is the efficiency of a Carnot engine operating between these two temperatures? b) If the Carnot heat pump releases 250 J of heat into the higher-temperature reservoir e co in each cycle, how much work must be provided in each cycle? c) How much heat is removed from the 7°C reservoir in each...
Suppose that there are two very large reservoirs of water, one at a temperature of 95.0...
Suppose that there are two very large reservoirs of water, one at a temperature of 95.0 °C and one at a temperature of 17.0 °C. These reservoirs are brought into thermal contact long enough for 42130 J of heat to flow from the hot water to the cold water. Assume that the reservoirs are large enough so that the temperatures do not change significantly. What is the total change in entropy resulting from this heat exchange between the hot water...
Suppose that there are two very large reservoirs of water, one at a temperature of 89.0...
Suppose that there are two very large reservoirs of water, one at a temperature of 89.0 °C and one at a temperature of 13.0 °C. These reservoirs are brought into thermal contact long enough for 42530 J of heat to flow from the hot water to the cold water. Assume that the reservoirs are large enough so that the temperatures do not change significantly. What is the total change in entropy resulting from this heat exchange between the hot water...
A heat engine operating between energy reservoirs at 20 deg C and 620 deg C has 26 % of the maximum possible efficiency....
A heat engine operating between energy reservoirs at 20 deg C and 620 deg C has 26 % of the maximum possible efficiency. How much energy must this engine extract from the hot reservoir to do 1200 J of work?
4. A Carnot engine works between two heat reservoirs at temperatures Ty 300 K & Te...
4. A Carnot engine works between two heat reservoirs at temperatures Ty 300 K & Te -77.0 a. What is its efficiency? b. If it absorbs c. How much heat does it release to the low- d. Wha 100 J of heat from the hot reservoir during each cycle, how much work does it do? t is the coefficient of performance of this engine when it works as a refrigerator between temperature reservoir during each cycle? these two reservoirs?
Suppose that there are two very large reservoirs of water, one at a temperature of 95.0...
Suppose that there are two very large reservoirs of water, one at a temperature of 95.0 °C, and one at a temperature of 11.0 ℃. These reservoirs are brought into thermal contact long enough for 36330 J of heat to flow from the hot water to the cold water. Assume that the reservoirs are large enough so that the temperatures do not change significantly What is the total change in entropy resulting from this heat exchange between the hot water...
During each cycle, a heat engine operating between two heat reservoirs absorbs 156 J from the...
During each cycle, a heat engine operating between two heat reservoirs absorbs 156 J from the reservoir at 100°C and releases 136 J to the reservoir at 20°C. (a) What is the efficiency of this engine? % (b) What is the ratio of its efficiency to that of a Carnot engine working between the same reservoirs? This ratio is called the second law efficiency. εengine / εCarnot =
QUESTION 1 A heat pump extracts heat from a cold temperature reservoir at 263 K at...
QUESTION 1 A heat pump extracts heat from a cold temperature reservoir at 263 K at high temperature reservoir, an auditorium, at 298 K. The heat pump requires (a) Draw a schematic diagram of the heat pump a rate of Q, and rejects 8 kW of heat to a an input power of 2.5 kw system and the reservoirs and show all energies and their values and directions on the diagram. ing an energy balance on the system, determine the...
A heat engine operates between two reservoirs at 1000°C and 20°C. The heat engine is used to drive a Carnot heat pump that removes heat from the cold surroundings at 5°C and transfers it to a house maintained at 25°C. If the house is losing heat at a rate of 20 kW. Determine: i) the thermal efficiency of the heat engine ii) the minimum rate of heat supply to the heat engine required to keep the house at 25°C
SP3. A Carnot engine operating in reverse as a heat pump moves heat from a cold reservoir at 7°C to a warmer one at 22°C. a) What is the efficiency of a Carnot engine operating between these two temperatures? b) If the Carnot heat pump releases 250 J of heat into the higher-temperature reservoir e co in each cycle, how much work must be provided in each cycle? c) How much heat is removed from the 7°C reservoir in each...
Suppose that there are two very large reservoirs of water, one at a temperature of 95.0 °C and one at a temperature of 17.0 °C. These reservoirs are brought into thermal contact long enough for 42130 J of heat to flow from the hot water to the cold water. Assume that the reservoirs are large enough so that the temperatures do not change significantly. What is the total change in entropy resulting from this heat exchange between the hot water...
Suppose that there are two very large reservoirs of water, one at a temperature of 89.0 °C and one at a temperature of 13.0 °C. These reservoirs are brought into thermal contact long enough for 42530 J of heat to flow from the hot water to the cold water. Assume that the reservoirs are large enough so that the temperatures do not change significantly. What is the total change in entropy resulting from this heat exchange between the hot water...
4. A Carnot engine works between two heat reservoirs at temperatures Ty 300 K & Te -77.0 a. What is its efficiency? b. If it absorbs c. How much heat does it release to the low- d. Wha 100 J of heat from the hot reservoir during each cycle, how much work does it do? t is the coefficient of performance of this engine when it works as a refrigerator between temperature reservoir during each cycle? these two reservoirs?
Suppose that there are two very large reservoirs of water, one at a temperature of 95.0 °C, and one at a temperature of 11.0 ℃. These reservoirs are brought into thermal contact long enough for 36330 J of heat to flow from the hot water to the cold water. Assume that the reservoirs are large enough so that the temperatures do not change significantly What is the total change in entropy resulting from this heat exchange between the hot water...
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