Consider 35CI2 molecules. a) Calculate the number of Cl2 molecules (ỹ with v = 3, relative to the number of molecules in the state with v = 0 at 600 °K. 559.7 cm-1) in the vibrational state %3D b) The rotational Raman spectrum of 35C12 shows as a series of Stokes lines separated by 0.9752 cm-1 and a similar series of anti-Stokes lines. Calculate the bond length of the molecule.
Consider 35CI2 molecules. a) Calculate the number of Cl2 molecules (ỹ with v = 3, relative to the number of molecules in the state with v = 0 at 600 °K. 559.7 cm-1) in the vibrational state %3D b) The rotational Raman spectrum of 35C12 shows as a series of Stokes lines separated by 0.9752 cm-1 and a similar series of anti-Stokes lines. Calculate the bond length of the molecule.
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
Transcribed Image Text:Consider 35CI2 molecules.
a) Calculate the number of Cl2 molecules (ỹ
with v = 3, relative to the number of molecules in the state with v = 0 at 600 °K.
559.7 cm-1) in the vibrational state
b) The rotational Raman spectrum of 35 Cl2 shows as a series of Stokes lines
separated by 0.9752 cm-1 and a similar series of anti-Stokes lines. Calculate the
bond length of the molecule.
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