A heat pump operates between reservoirs at 310 K (inside the house) and 254 K (outside). It is not a reversible heat pump; it only pumps 72% of the maximum possible heat into the house. How much work must be done to
A heat pump operates between reservoirs at 310 K (inside the house) and 254 K (outside)....
A heat pump operates between reservoirs at 299 K (inside the house) and 257 K (outside). It is not a reversible heat pump; it only pumps 74% of the maximum possible heat into the house. How much work must be done to “pump” 6500 J of heat energy into the house?
A heat pump operates between reservoirs at 299 K (inside the house) and 257 K (outside). It is not a reversible heat pump; it only pumps 74% of the maximum possible heat into the house. How much work must be done to “pump” 6500 J of heat energy into the house?
a heat pump operates between -6 degrees celcius outside and 23 degrees celcius inside how much work (w) must be done for every 1000J delivered inside?
25. -15.17 points GioCP2 16.P.026. A reversible heat engine operates between thermal reservoirs at 864 K and 188 K. If 8280 נ are extracted from the hot reservoir. how much works done by the heat eng e?
A reversible heat pump operating between thermal reservoirs at 15°C and 10°C consumes 240 J of energy each second. How much heat energy is "pumped" into the house each second?
A heat engine operates with reservoirs at 650° C and 15° C, but it operates at 35% of its maximum possible efficiency. A. What is the maximum efficiency? B. What is the actual total efficiency? C. If 1500 J of work is done by the heat engine, how much energy is extracted from the hot reservoir? D. How much energy is exhausted?
A power cycle operates between hot and cold reservoirs at 500 K and 310 K, respectively. At steady state, the cycle rejects energy by heat transfer to the cold reservoir at a rate of 16 MW. Determine the maxi- mum theoretical power that might be developed by such a cycle, in MW.
A heat pump is to be used to heat a house in winter and then reversed to cool the house in summer. The interior space is to be maintained at 20oC. Heat transfer through walls and roof is estimated to be χ = 0.525 kJ/sec per degree difference in temperature between inside and outside. (6a) (8p) In winter if the outside temperature is 5oC, what is the minimum power required to drive the heat pump? (6b) (12p) For the same...
5. A certain heat engine operates between 1000 K and 500 K a) What is the maximum efficiency of the engine? (ANS: 0.5) b) Calculate the maximum work that can be done per kJ of heat supplied by the hot source. (ANS: 0.5 kJ) c) How much heat is discharged into the cold sink in a reversible process for each kJ supplied by the hot source? (ANS: 0.25)
An ideal heat pump is used to maintain the inside temperature of a house at Tin = 20 ∘C when the outside temperature is Tout. Assume that when it is operating, the heat pump does work at a rate of 1700 W . Also assume that the house loses heat via conduction through its walls and other surfaces at a rate given by (650W/∘C)(Tin−Tout). For what outside temperature would the heat pump have to operate at all times in order...