Exercise #3 A container is filled with n moles of a diatomic ideal gas. Initially, the gas is in a therm dynamic equilibrium state A and has volume VA. By following a reversible thermodynam process described by the law p(V)=;a V, where a is a positive constant, the gas reach a new thermodynamic equilibrium state B, in which its volume is quadrupled. All t quantities mentioned so far are assumed to be known. Find: The valuo priable (n T)

icon
Related questions
Question

This is not a graded question so please don't disregard it as if it is. Thank you in advance professor!

Exercise #3
A container is filled with n moles of a diatomic ideal gas. Initially, the gas is in a thermo-
dynamic equilibrium state A and has volume VA. By following a reversible thermodynamic
process described by the law p(V)=a V, where a is a positive constant, the gas reaches
a new thermodynamic equilibrium state B, in which its volume is quadrupled. All the
quantities mentioned so far are assumed to be known. Find:
a) The values of the thermodynamic variables (p, V, T) in the states A and B.
Transcribed Image Text:Exercise #3 A container is filled with n moles of a diatomic ideal gas. Initially, the gas is in a thermo- dynamic equilibrium state A and has volume VA. By following a reversible thermodynamic process described by the law p(V)=a V, where a is a positive constant, the gas reaches a new thermodynamic equilibrium state B, in which its volume is quadrupled. All the quantities mentioned so far are assumed to be known. Find: a) The values of the thermodynamic variables (p, V, T) in the states A and B.
Expert Solution
Step 1

Number of moles of diatomic ideal gas=n

This is an diatomic ideal gas.

In the state Ainitial volume=VAinitial pressure=PAinitial temperature=TAin the state B, volume is quadrupledFinal volume=VB=4 VAThe process followed is p(V)=13αVp(V)V=α3

steps

Step by step

Solved in 3 steps

Blurred answer