Hot air at 80 °C is blown over a 2 - m * 4 - m flat surface at 30 °C. If the average convection he transfer coefficient is 55W / (m ^ 2 * C) , determine the rate of heat transfer from the air to the plate, kW.
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- The ends of a 21.6cm long, 2.3cm diameter rod are maintained at 0°C and 100°C by immersion in an ice-water bath and boiling water. Heat is conducted through the rod at 42 kilojoule per hour. Calculate the following: a) the area of cross section of the rod in square meter b) the heat conduction in watts c) the thermal conductivity of the the rod in watts/meter.kelvinConsider a 3-m-high, 6-m-wide, and 0.3-m-thick brick wall whose thermal conductivity is k = 0.8 W/m K. On a certain day, the temperatures of the inner and the outer surfaces of the wall are measured to be 14°C and 2°C, respectively. Determine the rate of heat loss through the wall on that day.The ends of a 18.6cm long, 1.9cm diameter rod are maintained at 0°C and 100°C by immersion in an ice-water bath and boiling water. Heat is conducted through the rod at 45 kilojoule per hour. Calculate the following: a) the area of cross section of the rod in square meter b) the heat conduction in watts C) the thermal conductivity of the the rod in watts/meter.kelvin
- 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 x 6-inch wooden beams (kwood = 0.12 W/(mK)) with fiberglass insulation (kins = 0.04 W/(mK)) in between. The true depth of the beams is actually 5.625 %3D %3D %3D inches, but we will take the thickness of the walls and ceiling to be Lwall = 18 cm to allow for the interior and exterior covering. Assume that the house is a cube of length L = 9.0 m on a side. Assume that the roof has very high conductivity, so that the air in the attic is at the same temperature as the outside air. Ignore heat loss through the ground. The effective thermal conductivity of the wall (or ceiling) keff , is the area-weighted average of the thermal conductivities of the wooden beams and the fiberglass insulation that make up each of them. Allowing for the fact that the 2 x 6 beams…For heat transfer purposes, a standing man can be modeled as a 30-cmdiameter, 170-cm-long vertical cylinder with both the top and bottom surfaces insulated and with the side surface at an average temperature of 34°C. For a convection heat transfer coefficient of 15 W/m2 · °C, determine the rate of heat loss from this man by convection in an environment at 0°C.A 12-cm x 18-cm circuit board houses on its surface 100 closely spaced logic chips, each dissipating 0.06 W in an environment at 40°C. The heat transfer from the back surface of the board is negligible. If the heat transfer coefficient on the surface of the board is 10 W/m2.K, determine (a) the heat flux on the surface of the circuit board, in W/m2;
- A homeowner is unhappy with her heating costs. One wall of her house is 4 meters tall and 8 meters wide and has no windows, and it is made of brick and mortar with a thermal conductivity of 1.0 W m K . It is 40 cm thick. The house is heated to a temperature of 20 ◦C inside. (a) What is the rate of heat loss through the wall on a day when it is 0◦C outside? (b) A layer of rock mineral wool, which has a thermal conductivity of 0.032 W m K is to be installed on the interior surface of the brick wall. How thick should the layer be to lower the rate of heat transfer through this wall to half its original value? (c) If the rock mineral wool is instead installed on the outer surface, is the thickness required the same?Water flows through a 10cm steel pipe (k-16 W/m-K) wrapped with a layer of 5- cmthick insulation (k=0.1W/m- K). The heat transfer coefficient inside and outside the pipe is 2000W/m²K and 200W/m²-K, respectively. Determine the heat flow through the pipe if the water is at 80°C and the air outside is at 20°C.In this example we see how thermal expansion can actually throw off the accuracy of a length-measuring device-namely, a tape measure. A surveyor uses a steel measuring tape that is exactly 50.000 m long at a temperature of 20 °C. What is its length on a hot summer day when the temperature is 35 °C? SOLUTION SET UP AND SOLVE We have Lo = 50.000 m. To (Note that because AL is usually much smaller than Lo, we need steel is 1.2 x 10-5 K-¹. Using the same equation, The new length is Part A - Practice Problem: 20 °C, and T 35 °C. We use the following equation to find AL: AL=aLo AT IVD ΑΣΦ Submit L = Lo + AL 50.000 m -0.0090 m : 50,009 m REFLECT The measuring tape lengthens by 9 mm, or 0.018%. In surveying a baseball field, this amount is negligible, but not when measuring the length of a steel bridge. Note that, although Lo is given to five significant figures, we need only two of them to compute AL. Request Answer keep more significant figures in the lengths than in the temperatures.) The…
- The ends of a 21.2cm long, 1.5cm diameter rod are maintained at 0°C and 100°C by immersion in an ice-water bath and boiling water. Heat is conducted through the rod at 43 kilojoule per hour. Calculate the following: a) the area of cross section of the rod in square meter . b) the heat conduction in watts . c) the thermal conductivity of the the rod in watts/meter.kelvin*15. GO A pot of water is boiling under one atmosphere of pressure. As- sume that heat enters the pot only through its bottom, which is copper and rests on a heating element. In two minutes, the mass of water boiled away is m = 0.45 kg. The radius of the pot bottom is R = 6.5 cm, and the thickness is L = 2.0 mm. What is the temperature Tg of the heating element in contact with the pot?Consider an electrically heated house whose walls are 3 m high with a thickness to thermal conductivity ratio of L / k = 2.3 m^2 ° C / W. Two walls of the house are 12 m long, and the other two are 9 m long. The house is kept at 25 ° C at all time, while the outside temperature varies. Determine the amount of heat lost through the walls of the house on a given day when the average temperature of the outside air is 7 ° C. In addition, determine the cost of this heat loss considering that the unit cost of electricity is US $ 0.075 / kWh. It is known that hi = 8.29 W / m^2 ° C for the internal surface of the walls and ho = 34 W / m2 ° C for the external surface of the wall.