Calculate the critical radius of insulation for asbestos (k=0.17 W/m.C) surrounding a pipe and exposed to room air at 17 C with h= 3 W/m².C. Calculate the heat loss from a 180 C, 3.5 cm diameter pipe when covered with the critical radius of insulation and without insulation.
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- Example 6: Calculate the critical radius of insulation for asbestos [k = 0.17 W/m · ◦C] surrounding a pipe and exposed to room air at 20◦C with h = 3.0 W/m2 · ◦C. Calculate the heat loss from a 200◦C, .5cm-diameter pipe when covered with the critical radius of insulation and without insulation.Calculate the critical radius of insulation for asbestos [k = 0.17 W/m · ◦C] surrounding a pipe and exposed to room air at 20◦C with h = 3.0 W/m2 · ◦C. Calculate the heat loss from a 200◦C, .1cm-diameter pipe when covered with the critical radius of insulation and without insulation.A 1 in. o.d. (outer diameter) tube reactor is insulated with a 3 inch layer of asbestos. If the temperature of the outer surface of the insulation is 100 °F and the rate of heat loss per foot of reactor length is 50 BTU/hr, what must the temperature of the inside of the reactor be? [for asbestos, k = 0.105 BTU/hr ft °F]
- A furnace wall is to consist in series of 7 in of kaolin firebrick, 6 in of kaolin insulating brick, and sufficientfireclay brick to reduce the heat loss to 100 Btu/ hr ft2 when the face temperatures are 1500 and 100°F,respectively.a) Show the figure of the systemb) What thickness of fireclay brick should be used?c) If an effective air gap of 1/8 in can be incorporated between the fireclay and insulating brick whenerecting the wall without impairing its structural support, what thickness of insulating brick will berequired?A thick wallet tube of stainless steel (k+10 W/M°C) with 2 cm inside diameter and 4 cm outer diameter is covered with a 3 cm layers of asbestos insulation (K= 0.2 W/M°C), if the inside wall temperature of the pipe is maintained at 600 degree C , Calculate the heat loss per meter of length, Also calculate the tube - insulation interface temperature. Draw the Coresponding diagram. Ambient temperature is 2°C.An electric wire having a diameter of 1.5 mm and covered with a plastic insulation (thickness = 2.5 mm) is exposed to air at 300 K and ho = 20 W/m2.K. The insulation has a thermal conductivity (k) of 0.4 W/m.K.Assuming the wire surface temperature is constant at 400 K and is not affected by the coveringa) Calculate the value of the critical radius.b) Calculate the heat loss per meter of wire length with no insulation.c) Calculate the heat loss per meter of wire length with insulation. p.s Could you write the solution clearly? It is hard to understand when written in text. A paper photo with solution would be better. Thanks in advance
- In order to reduce the heat loss through a large furnace wall, the decision has been made to add external insulation. Calculate the thickness of insulation required to reduce the heat loss by 75%. Before the change is made, no outer steel shell is used.Data: Refractory brick and wall brick:k = 0.87 W m-1 K-1Insulation: k = 0.090 W m-1 K-1•Steel: k = 43 W m-1 K-1h = 55 W m-1 K-1 (inside furnace).h = 11 W m-1 K-1 (outside furnace).A steel rod (k = 30 W/m degree) 1 cm in diameter and 7 cm long protrudes from a wall which is maintained at 100 degree Celsius. The rod is insulated at its tip and is exposed to an environment with h = 50 W/m2 degree and t a = 30 degree Celsius. Calculate the fin efficiencyA 1.0-mm-diameter wire is maintained at a temperature of 400 •C and exposed to a convection environment at 40 •C with h = 120 W/m2 • -C. Calculate the thermal conductivity in BTU/hr-ft-deg F that will just cause an insulation thickness of 0.2 mm to produce a "critical radius."
- Steam at 120°C flows in a cast iron pipe (k = 80 W/m K) whose inner and outer diameters are Di = 5 cm and Do = 5.5 cm respectively. The pipe is covered with 3-cm-thick glass wool insulation with k = 0.05 W/m K. Assuming that the inside surface temperature of the pipe wall is at 120°C and the outer surface of insulation is at 28°C, calculate the heat loss (in watts) for 15 m of pipe.An electric wire having a diameter of 1.5 mm and covered with a plastic insulation (thickness = 2.5 mm) is exposed to air at 300 K and ho=20 W/m2.K. The insulation has a thermal conductivity (k) of 0.4 W/m.K. Assuming the wire surface temperature is constant at 400 K and is not affected by the covering a)Calculate the value of the critical radius. b)Calculate the heat loss per meter of wire length with no insulation. c)Calculate the heat loss per meter of wire length with insulation.A current of 200 A is passed through a stainless-steel wire [k=19 W/mK] 3 mm in diameter. The resistance of the steel may be taken as 0.099 ohm, and the length of the wire is 1 m. The wire is submerged in a liquid at 110◦C and experiences a convection heat-transfer coefficient of 4 kW/m2K. Calculate the center and surface temperatures of the wire.