It has been found that the dimensionless pressure drop in a pipe depends on the Reynolds number and the length-to-diameter ratio, meaning that: Ap =fen(Re,) 1.921 x 10 kg/ms, and Pkerosene 814 kg/m³. Note that water = 1.003 × 10 kg/ms, Akerosene A 40 m long, 10-cm diameter pipe delivers kerosene to a tank. You wish do an experiment to estimate the pressure drop in the pipe for a kerosene delivery rate of 0.03927 m³/s. You have an experimental setup consisting of water flowing through a 2-cm diameter pipe. D Question 1 What should be the pipe length for your experimental setup (in m)? Question 2 What should be the velocity of the water in the experimental setup (in m/s)? Question 3 1 pts 1 pts 1 pts You measure the drop in the water pipe to be 10 kPa. What is your estimate for the pressure drop in the kerosene pipe (in kPa)?

Elements Of Electromagnetics
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Author:Sadiku, Matthew N. O.
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It has been found that the dimensionless pressure drop in a pipe depends on the Reynolds number and the
length-to-diameter ratio, meaning that:
Ap
=fen(Re,)
1.921 x 10 kg/ms, and Pkerosene
814 kg/m³.
Note that water = 1.003 × 10 kg/ms, Akerosene
A 40 m long, 10-cm diameter pipe delivers kerosene to a tank. You wish do an experiment to estimate the
pressure drop in the pipe for a kerosene delivery rate of 0.03927 m³/s. You have an experimental setup
consisting of water flowing through a 2-cm diameter pipe.
D Question 1
What should be the pipe length for your experimental setup (in m)?
Question 2
What should be the velocity of the water in the experimental setup (in m/s)?
Question 3
1 pts
1 pts
1 pts
You measure the drop in the water pipe to be 10 kPa. What is your estimate for the pressure
drop in the kerosene pipe (in kPa)?
Transcribed Image Text:It has been found that the dimensionless pressure drop in a pipe depends on the Reynolds number and the length-to-diameter ratio, meaning that: Ap =fen(Re,) 1.921 x 10 kg/ms, and Pkerosene 814 kg/m³. Note that water = 1.003 × 10 kg/ms, Akerosene A 40 m long, 10-cm diameter pipe delivers kerosene to a tank. You wish do an experiment to estimate the pressure drop in the pipe for a kerosene delivery rate of 0.03927 m³/s. You have an experimental setup consisting of water flowing through a 2-cm diameter pipe. D Question 1 What should be the pipe length for your experimental setup (in m)? Question 2 What should be the velocity of the water in the experimental setup (in m/s)? Question 3 1 pts 1 pts 1 pts You measure the drop in the water pipe to be 10 kPa. What is your estimate for the pressure drop in the kerosene pipe (in kPa)?
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