A gas flows along a pipe of diameter D at a rate of m kg/s. Show...
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A gas flows along a pipe of diameter D at a rate of m kg/s. Show that the pressure gradient is dp_32C, m²RT л²pD³ dL Methane gas is passed through a pipe 500 mm diameter and 40 km long at 13 kg/s. The supply pressure is 11 bar. The flow is isothermal at 150C. Given that the molecular mass is 16 kg/kmol and the friction coefficient C is 0.005 determine a. the exit pressure. b. the inlet and exit velocities. c. the rate of heat transfer to the gas. d. the entropy change resulting from the heat transfer. e. the total entropy change calculated from the formula ds = Cp In(T2/T1) - R In(p2/p1) A gas flows along a pipe of diameter D at a rate of m kg/s. Show that the pressure gradient is dp_32C, m²RT л²pD³ dL Methane gas is passed through a pipe 500 mm diameter and 40 km long at 13 kg/s. The supply pressure is 11 bar. The flow is isothermal at 150C. Given that the molecular mass is 16 kg/kmol and the friction coefficient C is 0.005 determine a. the exit pressure. b. the inlet and exit velocities. c. the rate of heat transfer to the gas. d. the entropy change resulting from the heat transfer. e. the total entropy change calculated from the formula ds = Cp In(T2/T1) - R In(p2/p1)
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Related Book For
Fundamentals Of Momentum Heat And Mass Transfer
ISBN: 9781118947463
6th Edition
Authors: James Welty, Gregory L. Rorrer, David G. Foster
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