P1.4 A gas is contained in a cylinder behind a frictionless piston of diameter 0.1 m and mass 25 kg. When an additional mass M is placed on the piston the gage pressure of the gas becomes 2.0 bar. The local barometric pressure is 775 mm of mercury. (a) Calculate (i) the mass of M and (ii) the absolute pressure of the gas in the cylinder. (b) The piston is held in this position with the aid of a lock on the outside while heat is supplied to the gas until its absolute pressure becomes 4 bar. Calculate the force on the lock in the final equilibrium state. [Answers: (a) (i) 135 kg, (ii) 3.034 bar, (b) 758 N]
P1.4 A gas is contained in a cylinder behind a frictionless piston of diameter 0.1 m and mass 25 kg. When an additional mass M is placed on the piston the gage pressure of the gas becomes 2.0 bar. The local barometric pressure is 775 mm of mercury. (a) Calculate (i) the mass of M and (ii) the absolute pressure of the gas in the cylinder. (b) The piston is held in this position with the aid of a lock on the outside while heat is supplied to the gas until its absolute pressure becomes 4 bar. Calculate the force on the lock in the final equilibrium state. [Answers: (a) (i) 135 kg, (ii) 3.034 bar, (b) 758 N]
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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![P1.4 A gas is contained in a cylinder behind a frictionless piston of diameter 0.1 m and mass 25 kg. When an
additional mass M is placed on the piston the gage pressure of the gas becomes 2.0 bar. The local barometric
pressure is 775 mm of mercury. (a) Calculate (i) the mass of M and (ii) the absolute pressure of the gas in the
cylinder. (b) The piston is held in this position with the aid of a lock on the outside while heat is supplied to the
gas until its absolute pressure becomes 4 bar. Calculate the force on the lock in the final equilibrium state.
[Answers: (a) (i) 135 kg, (ii) 3.034 bar, (b) 758 N]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa5abd4a1-24f6-4673-bb46-bc2dfe02e408%2F79713335-6451-4a8e-b2a0-d2268a8e2068%2Fowmbhgc_processed.png&w=3840&q=75)
Transcribed Image Text:P1.4 A gas is contained in a cylinder behind a frictionless piston of diameter 0.1 m and mass 25 kg. When an
additional mass M is placed on the piston the gage pressure of the gas becomes 2.0 bar. The local barometric
pressure is 775 mm of mercury. (a) Calculate (i) the mass of M and (ii) the absolute pressure of the gas in the
cylinder. (b) The piston is held in this position with the aid of a lock on the outside while heat is supplied to the
gas until its absolute pressure becomes 4 bar. Calculate the force on the lock in the final equilibrium state.
[Answers: (a) (i) 135 kg, (ii) 3.034 bar, (b) 758 N]
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