2.40. WP A hygrometer, which measures the amount of moisture in a gas stream, is to be calibrated using the apparatus shown here: Air DRYER ROTAMETERS HYGROMETER Water EVAPORATOR Steam Steam and dry...


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2.40. WP A hygrometer, which measures the amount of moisture in a gas stream, is to be calibrated using the apparatus<br>shown here:<br>Air<br>DRYER<br>ROTAMETERS<br>HYGROMETER<br>Water<br>EVAPORATOR<br>Steam<br>Steam and dry air are fed at known flow rates and mixed to form a gas stream with a known water content, and the hygrometer<br>reading is recorded; the flow rate of either the water or the air is changed to produce a stream with a different water content and<br>the new reading is recorded, and so on. The following data are taken:<br>Mass Fraction of Water, y HygrometerReading, R<br>0.011<br>0.044<br>20<br>0.083<br>40<br>0.126<br>60<br>0.170<br>80<br>a. Draw a calibration curve and determine an equation for y(R).<br>b. Suppose a sample of a stack gas is inserted in the sample chamber of the hygrometer and a reading of R = 43 is obtained. If the<br>mass flow rate of the stack gas is 1200 kg/h, what is the mass flow rate of water vapor in the gas?<br>Answer<br>BIOENGINEERING<br>110111111<br>111111011<br>

Extracted text: 2.40. WP A hygrometer, which measures the amount of moisture in a gas stream, is to be calibrated using the apparatus shown here: Air DRYER ROTAMETERS HYGROMETER Water EVAPORATOR Steam Steam and dry air are fed at known flow rates and mixed to form a gas stream with a known water content, and the hygrometer reading is recorded; the flow rate of either the water or the air is changed to produce a stream with a different water content and the new reading is recorded, and so on. The following data are taken: Mass Fraction of Water, y HygrometerReading, R 0.011 0.044 20 0.083 40 0.126 60 0.170 80 a. Draw a calibration curve and determine an equation for y(R). b. Suppose a sample of a stack gas is inserted in the sample chamber of the hygrometer and a reading of R = 43 is obtained. If the mass flow rate of the stack gas is 1200 kg/h, what is the mass flow rate of water vapor in the gas? Answer BIOENGINEERING 110111111 111111011
2.42. WP The temperature in a process unit is controlled by passing cooling water at a measured rate through a jacket that<br>encloses the unit.<br>Cooling water<br>PROCESS<br>UNIT<br>ROTAMETER<br>p(liters/s)<br>T(°C)<br>Jacket<br>The exact relationship between the unit temperature T(°C) and the water flow rate o (L/s) is extremely complex, and it is desired<br>to derive a simple empirical formula to approximate this relationship over a limited range of flow rates and temperatures. Data are<br>taken for T versus ø. Plots of T versus ø on rectangular and semilog coordinates are distinctly curved (ruling out T = aø + b and<br>T = aebó as possible empirical functions), but a log plot appears as follows:<br>300<br>T(°C) 200<br>100<br>10<br>100<br>p(L/s)<br>A line drawn through the data goes through the points (ø1 = 25 L/s, T = 210°C) and (ø2 = 40 L/s, T, = 120°C).<br>a. What is the empirical relationship between o and T?<br>Answer<br>b. Using your derived equation, estimate the cooling water flow rates needed to maintain the process unit temperature at 85°C,<br>175°C, and 290°C.<br>c. In which of the three estimates in Part (b) would you have the most confidence and in which would you have the least<br>confidence? Explain your reasoning.<br>

Extracted text: 2.42. WP The temperature in a process unit is controlled by passing cooling water at a measured rate through a jacket that encloses the unit. Cooling water PROCESS UNIT ROTAMETER p(liters/s) T(°C) Jacket The exact relationship between the unit temperature T(°C) and the water flow rate o (L/s) is extremely complex, and it is desired to derive a simple empirical formula to approximate this relationship over a limited range of flow rates and temperatures. Data are taken for T versus ø. Plots of T versus ø on rectangular and semilog coordinates are distinctly curved (ruling out T = aø + b and T = aebó as possible empirical functions), but a log plot appears as follows: 300 T(°C) 200 100 10 100 p(L/s) A line drawn through the data goes through the points (ø1 = 25 L/s, T = 210°C) and (ø2 = 40 L/s, T, = 120°C). a. What is the empirical relationship between o and T? Answer b. Using your derived equation, estimate the cooling water flow rates needed to maintain the process unit temperature at 85°C, 175°C, and 290°C. c. In which of the three estimates in Part (b) would you have the most confidence and in which would you have the least confidence? Explain your reasoning.
Jun 08, 2022
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