A newly produced pipe with diameter of 3 m and length 15 m is to be tested at 10 MPa using water at 15°C . After sealing both ends, the pipe is ?rst filled with water and then the pressure is increased by pumping additional water into the test pipe until the test pressure is reached. Assuming he deformation in the pipe, determine how much additional water needs to be pumped into the pipe. Take the coefficient of compressibility to be 2 .10×10 9 Pa .
A newly produced pipe with diameter of 3 m and length 15 m is to be tested at 10 MPa using water at 15°C . After sealing both ends, the pipe is ?rst filled with water and then the pressure is increased by pumping additional water into the test pipe until the test pressure is reached. Assuming he deformation in the pipe, determine how much additional water needs to be pumped into the pipe. Take the coefficient of compressibility to be 2 .10×10 9 Pa .
Solution Summary: The author explains how the additional water needs to be pumped into the pipe.
A newly produced pipe with diameter of
3
m
and length
15
m
is to be tested at
10
MPa
using water at
15°C
.
After sealing both ends, the pipe is ?rst filled with water and then the pressure is increased by pumping additional water into the test pipe until the test pressure is reached. Assuming he deformation in the pipe, determine how much additional water needs to be pumped into the pipe. Take the coefficient of compressibility to be
2
.10×10
9
Pa
.
A car’s tire has a pressure, temperature of 32 psi and 80 deg F, respectively. By mistake,the tire was filled with 0.768 lb of carbon dioxide (R = 0.0451 BTU/lb-R) before deflatingand inflating the tire again with air. Prove that:a. 0.502 lb of air was needed to fill the tire; andb. that there was change of pressure of 6.442 psi when the car started moving andthe temperature increased by 75 deg C.
Show your complete solution
The cylinder, which has a sensitively moving piston inside, is filled with V₁ = 0.93421 The temperature outside is
T₁ = 8 °C and the air pressure is p₁ = 101 kPa The piston is quickly pressed into the cylinder, causing the volume in the
cylinder to decrease to V3 = 0.2975 1 and the pressure to increase to p2 = 210 kPa. The piston is locked in place and the
cylinder is immediately brought to the laboratory. After that, it happened that the gas temperature became same as the
laboratory temperature of T3 = 22 °C
Determine the gas pressure when the gas temperature has reached the final temperature of the laboratory.
What is the algebraic expression for pressure in terms of V_1, T_1, p_1, V_3 and T_3
P3 =
What is the pressure?
P3 =
kPa
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