a heat pump operates between -6 degrees celcius outside and 23 degrees celcius inside how much...
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 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?
In this problem you will estimate the heat lost by a typical house, assuming that the temperature inside is T(in) = 20 degrees celcius and the temperature outside is T(out) = 0 degrees celcius. The walls have fiberglass insulation, which dominates the heat conduction properties of the wall So we can consider the wall to have a thermal conductivity of k(wall) = 0.048 W/m/K . We will take the thickness of the walls and ceiling to be L(wall) = 12...
7. An ideal heat engine operates between the temperatures of 680 degrees Celsius and 10 degrees Celsius. a) How much heat must be given to the engine to produce 1600 J of work b) How much heat is discarded to the cold reservoir as this work is done.
#10: A heat pump requires 430 W of electrical power to deliver heat to your house at a rate of 2390 J per second. How many joules of energy are extracted from the cold air outside each second? #11: The coefficient of performance for a heat pump is defined as the ratio of the heat delivered to the warmer system to the work required. If a heat pump requires an input of 360 W of electrical energy and has a...
A heat pump has a coefficient of performance of 3.90 and operates with a power consumption of 6850 W. (a) How much energy does it deliver into a home during 4 h of continuous operation? (b) How much energy does it extract from the outside air in 4 h?
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...
A certain heat pump operates on a reverse Carnot cycle, heating the interior of a house to 26 degrees C, while the exterior temperature is -2 degrees C. a) What is the coefficient of performance for this heat pump? b) If the house loses 100 kJ per hour to the exterior, how much power is required to run the heat pump?
Consider a heat pump that removes heat from a cold reservoir (such as the external ambient air) and deposits it into a hotter reservoir (such as your living room). Let's suppose that the outside air is at a temperature of 5 degree C, typical of a cool day here in New York. Let's also suppose that your living room is at 20 degree C. (a) What is the maximum efficiency of a heat pump operating between these two temperatures? (b)...