Calculate the fugacity and the fugacity coefficient of Xe at
1000 K and 104 kPa if the gas follows an
equation of state P(V – nb) = nRT, in which b = 5 x 10-5 m3
mol-1.
Calculate the fugacity and the fugacity coefficient of Xe at 1000 K and 104 kPa if...
Derive the expressions for fugacity and fugacity coefficient for a gas which obeys the following equation of state ???/?? = 1 + ?/?? + ?/??^2 where a = -21.3 cm^3 mol^-1 and b = 1054 cm^6 mol^-2 . Calculate the fugacity of neon gas at 1 atm and 298 K.
3 mol of helium gas are held in a 1-L container at 20◦C (1000 L = 1 m3).1. Assuming the helium acts like an ideal gas under these conditions, what is the pressurepof the gas in kPa? (3 pts)2. Recalculate the pressure of the gas using the Van der Waals equation. What is theratio of this pressure to that from part 1? The Van der Waals constants for helium area= 3.46×10−3Jm2/mol2andb= 2.38×10−5m3/mol. (4 pts) 3 mol of helium gas are...
3. The vapor pressure of liquid ethanol at 126°C is 505 kPa and its second virial coefficient at this temperature is - 523 cm /mol. Here, use the virial equation of state with an expansion in 1/V (as in problem #1). a. Calculate the fugacity of ethanol vapor at saturation at 126°C assuming ethanol is an ideal gas. b. Calculate the fugacity of ethanol vapor at saturation at 126°C assuming ethanol is described by the virial equation of state truncated...
Van der Waals equation of state is (P+(n2a)/V2)(V-nb)=nRT where a and b are temperature-independent parameters that have different values for each gas. For CO2, a=0.3640 Pa m6/mol2 and b=4.267*10-5 m3/mol a) Write this equation as a cubic equation in V
2. At 20 °C hydrogen gas follows the following equation of state: PV = RT (1 + 5.14 x 10-3 P + 1.09 x 10-5 p2) in this equation V is the molar volume. Determine the fugacity and fugacity coefficient of hydrogen gas at 20 °C and 1 atm.
at you 7.54 Consider a binary mixture of a and b at T 300K and P = 40 kPa. A graph of the fugacity of species a as a function of mole fraction is shown below. Use Henry's law as the reference state for species a and the Lewis/Randall rule for species b. Show all your work 40 38 36 T-300 K P: 40 kPa 34 32 30 28 26 24 22 20 18 16 14 12 10 4 2...
Calculate the enthalpy change of air, in kJ/kg, if the state changed from 99 kPa and 35oC to 801 kPa and 419 oC using the equation of state P(v - a) = RT where a = 0.0098 m3/kg, and compare the result to the value obtained by using the ideal gas equation of state. (5 marks
1. A gas (1.00 mol) obeying the following equation of state (EOS) is compressed from P = 1.00 atm to P = 2.00 atm isothermally (300K) and reversibly: nRT P = v nb (a) (5 points) Calculate the entropy change, AS. (b) (10 points) Calculate the amount of heat () and work (w) involved. What does the total energy change (AU) tell you about the internal energy of this system?
Please answer all three parts and show work. Thank you! 1. An ideal gas assumes molecules are point particles and do not interact with each other. In reality, molecules occupy space! To correct for this, the ideal gas equation of state is adjusted to take the volume occupied by the molecules into account for a real gas: PV = nRT or P = nRTV is modified to P = nRT/(V-nb) (IDEAL GAS) (REAL GAS Where "b" is related to the...
a) Use the virial equation of state to estimate the fugacity of methane at 600 K and 1, 5, 10, 50, and 100 bar. Do the same estimation for methanol at 600 K and 100 bar. Plot f/P for both gases on the same axes. Comment on what you learn from this comparison. b) Repeat the analysis of part a at the same T and P using the Peng Robinson equation of state. Predict what would happen if you redid...