9.5 Define bulk modulus K, and show that the decrease in volume of a fluid under pressure p is pV/K. Hence derive a formula to find the extra fluid which must be pumped into a thin cylinder to raise its pressure by an amount p. How much fluid is required to raise the pressure in a thin cylinder of length 3 m, internal diameter 0.7 m, and wall thickness 12 mm by 0.7 bar (70 kN/m2)? E= 210 GN/m2 and v 0.3 for the material of the cylinder and K = 2.1 GN/m2 for the fluid. [5.981 x 10-3 m³]

Principles of Heat Transfer (Activate Learning with these NEW titles from Engineering!)
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Chapter11: Heat Transfer By Radiation
Section: Chapter Questions
Problem 11.12P
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9.5 Define bulk modulus K, and show that the decrease in volume of a fluid under
pressure p is pV/K. Hence derive a formula to find the extra fluid which must be
pumped into a thin cylinder to raise its pressure by an amount p.
How much fluid is required to raise the pressure in a thin cylinder of length 3 m,
internal diameter 0.7 m, and wall thickness 12 mm by 0.7 bar (70 kN/m²)?
E = 210 GN/m² and v 0.3 for the material of the cylinder and K = 2.1 GN/m? for the
fluid.
[5.981 × 10-3 m³]
Transcribed Image Text:9.5 Define bulk modulus K, and show that the decrease in volume of a fluid under pressure p is pV/K. Hence derive a formula to find the extra fluid which must be pumped into a thin cylinder to raise its pressure by an amount p. How much fluid is required to raise the pressure in a thin cylinder of length 3 m, internal diameter 0.7 m, and wall thickness 12 mm by 0.7 bar (70 kN/m²)? E = 210 GN/m² and v 0.3 for the material of the cylinder and K = 2.1 GN/m? for the fluid. [5.981 × 10-3 m³]
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