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Insulation degrades (experiences an increase in thermal conductivity) if it is subjected to water vapor condensation. The problem may occur in home insulation during cold periods, when vapor in a humidified room diffuses through the drywall (plaster board) and condenses in the adjoining insulation. Estimate the mass diffusion rate for a 3 m× 5 m wall, under conditions for which the vapor pressure is 0.03 bar in the room air and 0.0 bar in the insulation. The drywall is 10 mm thick, and the solubility of water vapor in the wall material is approximately
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Fundamentals of Heat and Mass Transfer
- 4arrow_forwardAir at 90 0C and 1.00 atm (absolute) contains 10.0 mole% water. A continuous stream of this air enters a compressor–condenser, in which the temperature is lowered to 15.6 0C and the pressure is raised to 3.00 atm. The air leaving the condenser is then heated isobarically to 100 0C. Calculate the fraction of water that is condensed from the air, the relative humidity of the air at 100 0C, and the ratio m3 outlet air at 100 0C/m feed air at 90 0C.arrow_forwardFrom an open water surface with air temperature 22°C, relative humidity is 40% and wind speed is 3 m/s, all measured at height 2 m above the water surface. Assume a roughness height of 0.03 cm. The net radiation is 200 W/m^2. Cp = 1005 J/kg-K A. Calculate the latent heat of vaporization (J/kg) B. Calculate the evaporation using Energy Balance Method (mm/day) C. Calculate the saturation deficit of the vapor pressure (Pa) D. Calculate the evaporation using Priestley-Taylor Method (mm/day)arrow_forward
- Help mearrow_forwardTrue or False? Justify your answer. A. In a rectangular drug delivery device that consists of a drug reservoir and a diffusion barrier made of a polymer gel, the steady state diffusion (mass transfer) rate through a barrier of thickness 1 cm was found to be 20 mg/day. If the barrier thickness were to be doubled keeping the reservoir drug concentration the same, the mass transfer rate would be 10 mg/day. B. In a spherical drug delivery device consisting of a core reservoir surrounded by a polymer gel barrier, the steady state diffusion (mass transfer) rate through a barrier of thickness 1 cm was found to be 20 mg/day. If the barrier thickness were to be doubled keeping the reservoir drug concentration the same, the mass transfer rate would be 10 mg/day.arrow_forwardMethane is diffusing at steady state through a 0.5mm diameter and 4mm long tube containing nitrogen gas at 101.32 kPa and 298K. Methane entering the tube is at 2.31x10 Pa and leaving the tube at 1.013x10 Pa. The diffusivity of nitrogen in methane gas is 0.140 x10m/s. Calculate flux of methane. Mention the unit of the flux. Paragraph BIEEarrow_forward
- Air at 90°C and 1.00 atm (absolute) contains 10.0 mole% water. A continuous stream of this air enters a compressor-condenser, in which the temperature is lowered to 15.6°C and the pressure is raised to 3.00 atm. The air leaving the condenser is then heated isobarically to 100°C. Calculate: (a) the fraction of water that is condensed from the air (b) the relative humidity of the air at 100°C (c) and the ratio of the volumetric flow of the outlet air to the volumetric flow of the feed air.arrow_forward2. Humid air at 35o C and a pressure of 1 atm and with 98% relative humidity enters a condenser in which the temperature is lowered isobarically (pressure is constant) to 15o C. Part of the water condenses and coexists with the remaining air. The remaining air leaves the condenser flowing through a 20-cm diameter duct at a velocity of 10 m/s. Calculate the rate (moles water/s) at which water condenses.arrow_forwardA dehumidifier brings in saturated wet air (100 percent relative humidity) at 30°C and 1 atm, through an inlet of 8-cm diameter and average velocity 3 m/s. After some of the water vapor condenses and is drained off at the bottom, the somewhat drier air leaves at approximately 30°C, 1 atm, and 50 percent relative humidity. For steady operation, estimate the amount of water drained off in kg/h. (This problem is idealized from a real dehumidifier.) (in kg/hr) Note: Use three decimal places and no need to input the unit.arrow_forward
- Air at 90°C and 1.00 atm (absolute) contains 10.0mole% water. A continuous stream of this air enters a compressor—condenser, in which the temperature is lowered to 15.6°C and the pressure, is raised to 3.00 atm. The air leaving the condenser is then heated isobarically to 100°C. Calculate the fraction of water that is condensed from the air, the relative humidity of the air at 100°C, and the ratio m3 outlet air at 100°C/m3 feed air at 90°C. Make a detailed flowchart with the unknowns and solve the degree of freedomarrow_forwardAn air stream containing water vapor flows over a cold container and water condenses at the bottom as shown. The mole fractions of air and water vapor are shown by the lines, with the mole fraction scale at the bottom of the figure. The figure that most correctly represents the variation of the mole fractions of air and water vapor with height is O 0 Water vapor 0 Water vapor 0 mole fraction Water Water Air Water mole fraction 1 Water mole fraction Water 1 Air mole fraction Airarrow_forwardI want tge solution plsarrow_forward
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