7. Determine the heat loss through a ventilated attic under the following conditions: indoor temperature 21°C, outdoor temperature 10°C, roof area 260 m?, ceiling area 200 m?, ceiling U-value = 0.15 W/m?K (include films), roof U-value = 1.7 W/m²K (include films), attic ventilation = 10 L/s. Neglect the air leakage through the ceiling. Determine the attic temperature.
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- In the United States, energy for household heating is generally sold using English units, e.g., therm, gal, and cord. A house in Wisconsin uses 1200 therms of thermal energy during the heating season. Calculate the cost of fuel if the furnace uses (a) natural gas with an efficiency of 70%; (b) No. 2 fuel oil, efficiency 65%; (c) kerosene, efficiency 99.9% (unvented); and (d) wood with l5% moisture with an efficiency of 50%. Use the data in Tables 2.2, 2.7, and 2.13. The efficiencies are based on the HHV. Assume the cost of natural gas is $8/MBtu, the cost of No. 2 fuel oil is $3/gal, the cost of kerosene is $3.50/gal, and the cost of wood is $100/cord. Assume the bulk density of cord wood is 30 lbm/ft3 .3. A classroom that normally contains 40 people is to be air-conditioned with window air-conditioning units of 5-kW cooling capacity. A person at rest may be assumed to dissipate heat at a rate of about 360 kJ/h. There are 10 light bulbs in the room, each with a rating of 100 W. The rate of heat transfer to the classroom through the walls and the windows is estimated to be 15,000 kJ/h. If the room air is to be maintained at a constant temperature of 210C, determine the number of window air-conditioning units required. draw a figure also, and explain each step by step solution.Describe what happens to the system inside of a refrigerator or freezer in terms of heat transfer, work, and conservation of energy. Confine yourself to time periods in which the door is closed.
- What is the heat transfer rate of initial temperature of 26 degree Celsius and the final temperature is 85 degree Celsius.Find the amount of heat lost per hour through a square foot ofbuilding wall composed of 18-in. sandstone and 3/4-in. metal lath andplaster separated by a 1 1/4-in. air space, when the temperature of theroom is 70 °F, the outdoors is 10 °F, and the wind velocity is 15 mph.A cylindrical tank (1.20m in diameter) contains two liquids with the follow specific gravities:LIQUID 1: oil (s.g.oil = 0.80)LIQUID 2: water (s.g.water = 1.00)Each specified liquid has a thickness of 0.60m with the denser liquid at the bottom. If a circular office is placed at the bottom of the tank (100mm in diameter and with c = 0.65) to drain the fluids: Compute for the time required to remove the denser liquid from the tank. Hint/s: In evaluating the time to drain the more dense fluid, use the concept of equivalent pressure heads to evaluate hinitial and hfinal since there are multiple fluids in the container
- What are the differences between an open, a closed, and an isolated system? give an example for eachsolve only the last part. the part E solutions of part A to D are: part A is solved in figure. b - Thermal efficiency. Cv for pump P1 ; Wp2 = h2 - h1 = V1 (P2 - P1) = 0.00101 (800-10) = 0.798 KJ/KG h2 = h1 + Wp1 = 191.81 + 0.798 = 192.61 KJ/KG Cv for feedwater heater ; x = m6 / mtotal ( extraction factor ) (1-x)h2 + xh6 = 1 h3 x = h3 - h2 / h6 - h2 = (721.1 - 192.61)/(2891.6 - 192.61) = 0.1958 ; Cv for pump P2 ; Wp2 = h4 - h3 = V3 (P4 - P3) ; = 0.001115 (3000 - 800) = 2.45 KJ/KG h4 = h3 + Wp2 = 721.1 + 2.45 = 723.55 KJ/KG Cv for Boiler ; qH = h5 - h4 = 3230.82 - 723.55 = 2507.3 KJ/KG CV for turbine ; 2nd law, S7 = S6 = S5 = 6.9211 KJ/KG P6, S6 = h6 = 2891.6 KJ/KG (super heated steam) S7 = S6 = S5 = 6.9211 x7 = (6.9211 - 0.6492)/7.501 = 0.83614 h7 = 191.81 + x7 (2392.82) = 2192.55 KJ/KG Turbine has full flow in HP section and fraction 1-x in LP section; Wt / m5 = h5 - h6 + (1-x)(h6-h7) Wt = 899.3 KJ/KG P2 has the full flow and P1 has the 1-x fraction of the flow; Wnet = Wt -…The thermal conductivities of human tissues vary greatly. “Fat” and “skin” have conductivities of approximately 0.200 W /m 0K and 0.0200 W /m 0K, respectively, while other “tissues” inside the body have conductivities of approximately 0.500 W /m 0 Assume that between the core region of the body and the skin surface lies a “skin” layer of 1.00mm, a “fat” layer of 0.500 cm., and 3.20 cm. layer of other “tissues”. Find the rate of energy loss when the core temperature is 37.00C and the exterior temperature is 0.000 Assume a body area of 2.00 m2. (Both a protective layer of clothing and an insulating layer of unmoving air are absent).
- A metallic container of fixed volume of 2.5 × 10−3 m3 immersed in a large tank of temperature 27 °C contains two compartments separated by a freely movable wall. Initially, the wall is kept in place by a stopper so that there are 0.02 mol of the nitrogen gas on one side and 0.03 mol of the oxygen gas on the other side, each occupying half the volume. When the stopper is removed, the wall moves and comes to a final position. The movement of the wall is controlled so that the wall moves in infinitesimal quasi-static steps. (a) Find the final volumes of the two sides assuming the ideal gas behavior for the two gases. (b) How much work does each gas do on the other? (c) What is the change in the internal energy of each gas? (d) Find the amount of heat that enters or leaves each gas.SUMMARIZED IN YOUR OWN WORDS THE RELEVANCE OF IST AND SECOND LAW OF THERMODYNAMICS IN YOUR CAREER AS A CIVIL ENGINEERA 6 kg/s of hot liquid flow continuously without leaking in a 40 mm inside diameter with thickness of 7 mm pipe with temperature of 50℃. Thermal conductivity of pipe is 10W/(m℃) and surface conductance of liquid is 9W/(m^2℃). The outer fluid has temperature of 25℃ and surface conductance of 6W/(m^2℃). Cp of hot liquid = 4.2KJ/(Kg℃). Find the minimum length of pipe in meters just to cool down the hot liquid as much as possible if the maximum heat transfer is the constant heat transfer throughout the pipe.