LOYOLA COLLEGE (AUTONOMOUS), CHENNAI – 600 034
M.Sc. DEGREE EXAMINATION – PHYSICS
FOURTH SEMESTER – NOVEMBER 2012
PH 4807 – SPECTROSCOPY
Date : 07/11/2012 Dept. No. Max. : 100 Marks
Time : 1:00 – 4:00
PART – A
Answer ALL questions (10×2=20)
- How are molecules classified on the basis of moment of inertia? Give one example each.
- The rotational constant for HCl 35 is observed to be 10.5909 cm-1. Calculate the value of B for HCl 37.
- Show by sketch the fundamental vibrational modes of CO2
- Why are stokes lines more intense than antistokes lines?
- What is continuum in the electronic spectra of a diatomic molecule?
- Explain the term progressions
- State the advantages of TMS when recording NMR spectra?
- What is spin-lattice relaxation?
- Give the principle of UPES?
- Mention any two advantages of surface spectroscopy
PART – B
Answer any FOUR questions (4×7.5 = 30)
- Explain the factors that determine the intensity of a spectral line. Obtain an expression for J at which maximum population occurs. (5)
- The rotational spectrum of BrF shows a series of equidistant spectral lines spaced 0.71433 cm-1 apart. Find which transition will give rise to the most intense line at 300 K. (2.5)
- Outline briefly each section of IR spectrometer. (5.5)
- Calculate the frequency of NO molecule whose force constant is 1609 Ncm-1. (7)
- State and explain Franck-Condon principle. Explain how the intensity of spectral line is explained on the basis of it.
- Obtain the expression for T1 relaxation time in terms of transition probability
- Explain how RAIRS spectroscopy is used for characterizing surfaces
PART – C
Answer any FOUR questions (4×12.5 =50)
- a) Explain with theory, the spectrum of symmetric top molecule.
- b) The three consecutive lines in the rotational spectrum of HBr are 84.544, 101.355 and 118.112 cm-1. Find the values of rotational constant, centrifugal distortion constant and vibrational frequency.
- Explain the theory of pure rotational Raman spectra of linear molecule and symmetric top molecule.
- Explain band origin and band head in the rotational fine structure of electronic vibration spectra. Will there be a band at the band origin?
- Discuss briefly the theory of NMR and explain the working of the spectrometer
- Explain the principle and application of electron energy loss spectroscopy.
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