(A)
Interpretation:
The final pressure of supercritical methane using
Concept Introduction:
Write the expression to calculate the number of moles
Here, mass is M and molecular weight of methane is MW.
Write the expression to calculate the molar volume.
Here, volume of the vessel is
Write the expression to calculate the pressure using Ideal gas.
Here, gas constant is R and temperature is T.
(B)
Interpretation:
The final pressure of supercritical methane using van der Waals equation.
Concept Introduction:
Write the expressions to calculate the constants of van der Waals equation of state.
Here, critical pressure and critical temperature is
Write the van der Waals equation of state.
(C)
Interpretation:
The final pressure of supercritical methane using the Soave equation.
Concept Introduction:
Write the relationship between the parameter, m and Soave’s EOS.
Here, the acentric factor is
Write the expression to calculate the
Here, reduced temperature is
Write the expression to calculate the reduced temperature.
Here, critical temperature is
Write the expression to calculate the value of a at the critical point.
Write the expression to calculate the value of b using the Soave equation.
Write the expression for Soave equation of state.
Here, system pressure is P.
(D)
Interpretation:
The final pressure of supercritical methane using Lee-Kesler generalized correlation.
Concept Introduction:
Write the expression to calculate the compressibility factor
Here, compressibility of compound with
(E)
Interpretation:
The final pressure of supercritical methane using Figure 7-1.
Concept Introduction:
Write the expression to calculate the density.
Here, mass and volume of a vessel is M and V respectively.
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Chapter 7 Solutions
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