Macmillan L Nitrogen gas enters a 0.450 m diameter pipe at 30.0 °C, 2.60 atm (absolute), and 6.30 m/s. The pipe rises 24.0 ft and then falls 99.0 ft. The nitrogen gas exits the pipe at 30.0 °C and 1.10 atm (absolute). The ultimate goal is to find AEK and AĖp in the process. Assume N₂ behaves ideally. 4 V₁ = What is V₁, the volumetric flow rate of nitrogen gas into the pipe section? What is m, the mass flow rate into the pipe? ーー z, ft T, °C P, atm (absolute) u, m/s z, ft T₂ °C P, atm (absolute) u₂ m/s m³/s

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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What is u₂, the average velocity of N₂ leaving the pipe section?
U₂ =
What is AEk, the change in kinetic energy of the gas between the end and the start of the pipe section?
AEK =
What is A Ep, the change in potential energy of the gas between the end and the start of the pipe section?
AEp =
m/s
J/s
J/s
Transcribed Image Text:Learning What is u₂, the average velocity of N₂ leaving the pipe section? U₂ = What is AEk, the change in kinetic energy of the gas between the end and the start of the pipe section? AEK = What is A Ep, the change in potential energy of the gas between the end and the start of the pipe section? AEp = m/s J/s J/s
© Macmillan Learning
Nitrogen gas enters a 0.450 m diameter pipe at 30.0 °C,
2.60 atm (absolute), and 6.30 m/s. The pipe rises 24.0 ft and
then falls 99.0 ft. The nitrogen gas exits the pipe at 30.0 °C and
1.10 atm (absolute).
The ultimate goal is to find AEK and AĖp in the process.
Assume N₂ behaves ideally.
What is V₁, the volumetric flow rate of nitrogen gas into the pipe section?
1,
V₁ =
What is m, the mass flow rate into the pipe?
z, ft
T, °C
P, atm (absolute)
u, m/s
z, ft
T, °C
P, atm (absolute)
u₂ m/s
m³/s
Transcribed Image Text:© Macmillan Learning Nitrogen gas enters a 0.450 m diameter pipe at 30.0 °C, 2.60 atm (absolute), and 6.30 m/s. The pipe rises 24.0 ft and then falls 99.0 ft. The nitrogen gas exits the pipe at 30.0 °C and 1.10 atm (absolute). The ultimate goal is to find AEK and AĖp in the process. Assume N₂ behaves ideally. What is V₁, the volumetric flow rate of nitrogen gas into the pipe section? 1, V₁ = What is m, the mass flow rate into the pipe? z, ft T, °C P, atm (absolute) u, m/s z, ft T, °C P, atm (absolute) u₂ m/s m³/s
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