The mass density of water vapor at 327.6 atm and 776.4 K is 133.2 kg/m³. Given that for water Tc = 647.4 K, Pc = 218.3 atm, a = 5.464 dm6 atm/mol2 b = 0.03049 dm³ /mol, and M= 18.02 g/mol, calculate (a) The molar volume. Then calculate the compression factor (b) from the data, (c) from the virial expansion of the van der Waals equation
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(Assume all gases are perfect unless stated otherwise. Unless otherwise stated, thermochemical data are for 298.15 K.)
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- A 0.825 mol sample of NO, (g) initially at 298 K and Molar heat capacity at constant volume (Cy,m) R Туре of gas 1.00 atm is held at constant volume while enough heat is applied to raise the temperature of the gas by 10.3 K. atoms Assuming ideal gas behavior, calculate the amount of heat linear molecules (q) in joules required to affect this temperature change and nonlinear molecules 3R the total change in internal energy, AU. Note that some where R is the ideal gas constant books use AE as the symbol for internal energy instead of AU. q = J AU = JWe give:AB: adiabatic trigger such as VB = 2 VA AC: isothermal compressionPA =1bar=105 Pa , VA = 10^-2 m3Gas temperature at point A: TA= 300 KelvinPerfect gas constant: R = 8,31 J.mol-1.K-1 Molar thermal capacity at constant pressure:Cp = 29 J.mol-1.K-1 Calorific capacity ratio of this gas: Cp/Cv = 1,401 – What is called the BC transformation?2 – Calculate the number of moles n of this gas?3 – Calculate:a) The PB pressure and TB temperature of the gas at point B.b) The PC pressure of the gas at point C.4 – Calculate the amount of Q(BC) heat and W(BC) work received by the system for the transformation that changes the system from state B to state C.5 – a – Why is the UCA internal energy variation of the gas zero during the CA transformation? b – Apply the first principle to the ABCA cycle and deduct the WAB work received by the gas during theadiabatic relaxation AB.c – Interpret the WAB sign.help
- 4) I need your help for question attached. note: required data is also attached.Calculate the specific heat CV of a gas whose diatomic molecules have transition, rotation and oscillation motion?(1) Consider 1 mol of an ideal gas at 300 K and 1 atm pressure. Imagine that the molecules are, for the most part, evenly spaced at the centers of identical cubes. Using Avogadro's constant and taking the diameter of a molecule to be 3 x 10-8 cm, find the length of an edge of such a cube and calculate the ratio of this length to the diameter of a molecule. The edge length is an estimate of the distance between molecules in the gas. (2) Now consider a mole of water having a volume of 18 cm³. Again, imagine the molecules to be evenly spaced at the centers of identical cubes and repeat the calculation in (a).
- Find vrms for H2 gas and N2 gas, both at T = 293 K.do number 4Gaseous combustion products with the molar analysis of 15% CO2, 25% H2O, and 60% N2 enter an engine’s exhaust pipe at 1100 F, 1 atm and are cooled as they pass through the pipe, to 125 F, 1 atm. Determine the heat transfer at steady state, in Btu per lb of entering mixture.