Develop all calculations in detail. An answer without justification will not be considered. Parameters of the van der Waals equation for CH4. where P is pressure and V the

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Chapter6: Thermochemisty
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2 -
a - Calculate the work done for 10 moles of
CH4 during an expansion from an initial volume
of 5.0 L to a final volume of 10.0 L. During
expansion, the pressure of CH4 varies from an
initial value of 50 atm to a final pressure of 25
atm. When the pressure reaches 25 atm, the
expansion stops due to the fact that the gas
enters into mechanical equilibrium with the
external environment, whose pressure is also
maintained at 25 atm. The process involves
high pressures, CH4 cannot be considered as
an ideal gas.
Develop all calculations in detail.
b - Is it possible, through an isothermal
compression, to liquefy CH4 from its initial
state of volume = 5.0 L and pressure = 50
atm)? Justify your answer.
Develop all calculations in detail. An answer
without justification wil not be considered.
Parameters of the van der Waals equation
for CH4, where P is pressure and V the
volume:
nRT
n'a
p=
V – nb
a = 2.26 atm*L^2*mol^-2
b = 0.043 L*mol^-1
Critical CH4 temperature: – 82.5 °C
Transcribed Image Text:2 - a - Calculate the work done for 10 moles of CH4 during an expansion from an initial volume of 5.0 L to a final volume of 10.0 L. During expansion, the pressure of CH4 varies from an initial value of 50 atm to a final pressure of 25 atm. When the pressure reaches 25 atm, the expansion stops due to the fact that the gas enters into mechanical equilibrium with the external environment, whose pressure is also maintained at 25 atm. The process involves high pressures, CH4 cannot be considered as an ideal gas. Develop all calculations in detail. b - Is it possible, through an isothermal compression, to liquefy CH4 from its initial state of volume = 5.0 L and pressure = 50 atm)? Justify your answer. Develop all calculations in detail. An answer without justification wil not be considered. Parameters of the van der Waals equation for CH4, where P is pressure and V the volume: nRT n'a p= V – nb a = 2.26 atm*L^2*mol^-2 b = 0.043 L*mol^-1 Critical CH4 temperature: – 82.5 °C
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