Calculate the value of the translational partition function of O2 at 300 K for a volume of 1 m3. Submit your answer multiplied by 10−32 (i.e. if you calculate 4.2e33, input 42).
Calculate the value of the translational partition function of O2 at 300 K for a volume...
Calculate the translational partition function of a helium atom (mHe = kg) at 297 K in a container of volume 0.6 m3 (use m3 in the expression and not dm3 or L). Express your answer in scientific notation with three significant figures (X.XXEXX).
-2 points Calculate the translational partition function at (a) 300 K and (b) 600 K of a molecule of molar mass 280 g mol'" in a container of volume 2.30 cm2. Ger at 300 K Qu at 600 K Note: this i s a measure of the vast number of accessible microstates of translation available to a molecule under these conditions.
Determine the volume of a container for which the translational partition function for atomic hydrogen is 1.0 states per atom at a temperature of 273 K. Comment on your answer.
3. (8 pts) Calculate the thermal wavelength and translational contribution to the molecular partition function for chlorine gas at 333 K in a volume of 0.693 m'.
1. Calculate (a) the thermal wave-length (in pm) and (b) the translational partition function of H atom in a cubic box of side 1.0 cm at 300 K. (c) Can a hydrogern molecule be considered as a classical system (as a diatomic molecule in whiclh hydrogen atoms behave classically) at this temperature? Explain why.
If thermal properties reveal a sample of F2 gas to have a one-molecule translational partition function qtrans of 2.29⋅10^26, and a second sample of a pure, unknown diatomic homonuclear gas is found to have a qtrans of 1.45⋅10^26 at the same temperature and volume, what is the second gas? trans of 2.29. 104, and a second sample of a pure, unknown diatomic homonuclear gas is found to have a trans of 1.45 . 102 at the same temperature and If...
Please explain your answer What is the electronic partition function for an O2 molecule at 298 K? Answer:
5) Calculate the total molecular partition function for 2 moles of Oz gas at 292.5 K and 24 atm. You can assume ideal behavior (V=nRT/P). For O2 the rotational constant is B = 1.45 cm and the vibrational frequency is 1580 cm. The ground state electronic level has a degeneracy of 3.
1. Quick Exercises (a) In lecture 15, we showed that the canonical partition function, Q, is related to the Helmholz free energy: A = -kTinQ. Using the fundamental thermo- dynamic relation of Helmheltz free energy i.e. dA = -SAT - PDV + pdN), express P, and p in terms of Q. (b) The canonical partition function for N non-interacting, indistinguishable parti- cles in volume V at temperature T is given by Q(N,V,T) = where where q(V.T) is the partition function...
Its Thermodynamics question (6. 10 points) For pure O2 (molecular weight 32 g/mol) at 300 K and 3.0 MPa find the specific volume (6a). (5p) using the ideal gas equation (6b). (5p) using the ideal gas equation along with the compressibility chart if the critical point for O2 is 154.6 K and 5.05 MPa.