Outside it is 11∘C (52∘F), and inside your house you maintain 23∘C (73∘F). By how many percent could you reduce your heating bill if you reduced the inside temperature by 4∘C to 19∘C (66∘F)? Consider only heat loss by conduction through the walls and roof, and assume that your bill is proportional to your energy consumption.
we know, rate of flow of heat is proportional to diffrence in temperature of room and out side temperature.
so,
New Bill/Old Bill = (19 - 11)/(23 - 11)
= 0.667
= 66.7%
New Bill = 66.7% of old Bill
so, heating bill will be redued by = (100 - 66.7)
= 33.3% <<<<<<<<---------Answer
Outside it is 11∘C (52∘F), and inside your house you maintain 23∘C (73∘F). By how many...
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...
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...
In this problem, you will estimate the heat lost by a typical house, assuming that the temperature inside is Tin=20∘C and the temperature outside is Tout=0∘C. The walls and uppermost ceiling of a typical house are supported by 2×6 inch wooden beams (kwood=0.12W/(mK)) with fiberglass insulation (kins=0.04W/(mK)) in between. The thickness of the wall is Lwall=18cm allowing for interior and exterior covering. Assume that the house is a cube of length L=9.0m on a side. Approximate that the roof has...
Temperature inside a house is kept equal to 20°C. Temperature outside is 10°C. What about the rate of heat outflow across the walls if temperature outside decreases to O°C a rises two times b decreases two times c. rises four times d. decreases four times e. there is no impact on heat flow rate Explain your choice
Heat Loss and Heating Costs of a House Part A A house has well-insulated walls 17.1 cm thick (assume conductivity of air) and area 411 m2, a roof of wood б.бб cm thick and area 279 m2, and uncovered windows 0.626 cm thick and total area 33.4 m2. Assuming that the heat loss is only by conduction, calculate the rate at which heat must be supplied to this house to maintain its temperature at 21.4°C if the outside temperature is...
5.75 A heating system must maintain the interior of a building at TH = 20 degree C when the outside temperature is T = 2 degree C. If the rate of heat transfer from the building through its walls and roof is 16.4 kW, determine the electrical power required, in kW, to heat the building using (a) electrical-resistance heating, (b) a heat pump whose coefficient of performance is 3.0, (c) a reversible heat pump operating between hot and cold reservoirs...
A detached house is built using a cavity wall, consisting of two layers of brick separated by a 50 mm air gap. A brick has a thickness of 112.5 mm. kbrick = 0.72 Wm-1K-1 , kair = 0.0262 Wm-1K-1 . The house has dimensions of width 8 m, depth 6 m and height 5 m. Assuming the roof and floor are perfectly insulated (hence most heat loss is through the walls), how much heat must the central heating system supply...
On a cold day, 26100 J of heat leaks out of a house. The inside temperature is 22 °C, and the outside temperature is -20 °C. What is the increase in the entropy of the universe that this heat loss produces?
The outer walls of your house have an R-value of 76.0 K m / W, and a total area of 2100 m. Let’s assume that, from the beginning of December to the end of February, the temperature outside the house is 0°C while you set your thermostat to maintain a constant temperature of 22°C inside the house. How much energy is conducted through the walls of your house in this three-month period? Assume it is not a leap year. Note...
After adding up design conduction and infiltration losses, you find that a house in New York has a total heat loss coefficient Ktot 300 W/K. On average it has heat gains of 900 W. It has a furnace with an AFUE of 80%. The design indoor temperture is 23°C (73.4°F, for reference) What is the balance temperature (in °C)? How many degree days are there in New York at that balance temperature Tbal (in K-days)? Estimate the annual heating energy...