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301cse-2005-subject-02-004
CSE 2005Paper I20 Marks

(b) What is the essential difference between interference and diffraction of light ? How can you achieve Fraunhofer diffraction in the laboratory ? Using the concept of Fraunhofer diffraction at a single slit, find out the intensity distribution produced by two slits of equal width.

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302cse-2005-subject-02-003
CSE 2005Paper I20 Marks

(c) What do you understand by paraxial rays ? Show that the effect of translation of a paraxial ray while travelling along a homogeneous medium is represented by a 2 \times 2 matrix if the ray is initially defined by a 2 \times 1 matrix.

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303cse-2005-subject-02-005
CSE 2005Paper I20 Marks

(c) Explain how Einstein's A and B coefficients are related to the phenomena of spontaneous and stimulated emission of radiation, respectively. Derive the relation between A and B. Establish that at very high frequency around X-ray wavelength regime, lasers cannot be made as easily as at low frequencies, e.g. far infra-red regime.

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304cse-2005-subject-02-001
CSE 2005Paper I20 Marks

(c) Why does one see two image points for a single object point while viewed through a calcite crystal ? What is this property of the crystal known as ? What is an optic axis of a crystal ? Explain the meanings of positive and negative crystals with one example for each kind.

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305cse-2005-subject-02-006
CSE 2005Paper I20 Marks

(d) Drawing a neat diagram, discuss how light travels through an optical fibre. Show that the numerical aperture of a commercially available optical fibre is around 0.25. Explain its physical significance.

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306cse-2005-subject-02-007
CSE 2005Paper I20 Marks
  1. (a) Why does one get three-dimensional image in holography ? Explain with appropriate figures how can one construct and read a hologram.
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307cse-2004-subject-02-005
CSE 2004Paper I20 Marks

Two microscope slides of length 10 cm each form a wedge. At one end they are in contact and at the other end they are separated by a thin wire of diameter d (see the diagram below). Interference fringes are obtained when illuminated vertically by a monochromatic light of \lambda = 500\text{ nanometers}. The fringe spacing is found to be 1.25 cm. Estimate the diameter of the wire.

Physics Diagram cse-q-2-216-fig-1
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308cse-2004-subject-02-009
CSE 2004Paper I30 Marks

Differentiates between Rayleigh and Raman scatterings. Why is Raman scattering considered to be a breakthrough in molecular spectroscopy ? What are the advantages of using laser light in Raman spectroscopy ?

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309cse-2004-subject-02-008
CSE 2004Paper I20 Marks

Water vapor shows Infrared absorption bands at 1595\text{ cm}^{-1}, 3652\text{ cm}^{-1} and at 3756\text{ cm}^{-1}. If the Raman spectrum is observed with the Argon Ion Laser 514.5\text{ nm}, at what wavelengths would you expect to find the Raman Stokes lines ?

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310cse-2004-subject-02-007
CSE 2004Paper I20 Marks

A quartz quarter wave plate is to be used with the sodium light (\lambda = 5896\text{ \AA}). What should be its thickness ?

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311cse-2004-subject-02-001
CSE 2004Paper I20 Marks

Write down the equation of motion for a damped harmonic oscillator assuming the damping force proportional to the velocity of the particle. Obtain the general solution for its displacement as a function of time. Discuss the cases of 'overdamping', 'under-damping' and 'critical damping'.

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312cse-2004-subject-02-002
CSE 2004Paper I20 Marks

A siren of frequency 900 Hz is going towards a wall away from an observer at a speed 10 m/sec. Determine : (i) Frequency of sound directly heard from the siren. (ii) Frequency of sound reflected from the wall. (iii) Number of beats per second heard by the observer. (Velocity of sound = 330 m/sec)

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313cse-2004-subject-02-006
CSE 2004Paper I20 Marks

A narrow slit illuminated by monochromatic light of \lambda = 6400\text{ \AA} is placed at a distance of 3 metres from a straight edge. If the distance between the straight edge and the screen is 6 metres, calculate the distance between the first and the fourth dark bands.

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314cse-2004-subject-02-004
CSE 2004Paper I20 Marks

A thin converging lens and a thin diverging lens are placed coaxially at a distance of 5 cm. If the focal length of each lens is 10 cm, find for the combination (i) the focal length, (ii) the power, (iii) the positions of the principal points.

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315cse-2004-subject-02-003
CSE 2004Paper I20 Marks

Show that the ratio of the focal lengths of the two lenses in an achromatic doublet is given by \frac{f_1}{f_2} = - \frac{w_1}{w_2} where w_1 and w_2 are the dispersive powers of the lenses of focal lengths f_1 and f_2 respectively.

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316cse-2003-subject-02-005
CSE 2003Paper I20 Marks

How does Doppler effect of light of relativistic physics qualitatively differ from its non-relativistic analogue ? Calculate the Doppler shift in the frequency of a photon travelling along the y-axis. with respect to an observer moving along the x-axis with a constant speed v.

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317cse-2003-subject-02-004
CSE 2003Paper I20 Marks

Obtain an expression for the intensity of light in the Fraunhofer diffraction pattern due to a circular aperture. What is Airy pattern ? Explain with a neat diagram.

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318cse-2003-subject-02-006
CSE 2003Paper I20 Marks

Explain the phenomenon of self focusing of laser beams.

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319cse-2003-subject-02-007
CSE 2003Paper I20 Marks

Explain the phenomenon of pulse dispersion in a step index optical fibre.

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320cse-2003-subject-02-008
CSE 2003Paper I20 Marks

What is holography ? Describe the experimental set up for Gabor's on-line holographic recording. What are the limitations of Gabors experiments? How these were over come by Leith and Upatneiks?

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