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How one can obtain the various types of information about the physical conditions on the stellar surface using thermal ionization equation to interpret the stellar spectra.

CSE 2000Paper I30 markscse-2000-subject-04-001

Define the efficiency of a Carnot Engine. An engine is designed to have an efficiency of 25\% and to absorb heat at a temperature of 267^\circ\text{ C}. Find the maximum temperature at which it can exhaust heat.

CSE 2000Paper I20 markscse-2000-subject-04-002

Write a short note on Debye's theory of specific heat.

CSE 2000Paper I12 markscse-2000-p1-q8-iii

Write a short note on Adiabatic demagnetisation.

CSE 2000Paper I12 markscse-2000-p1-q8-iv

Write a short note on Clausius-Clapeyron equation.

CSE 2000Paper I12 markscse-2000-p1-q8-ii

What is the most probable distribution of speeds in a large number of molecules of a gas and indicate the steps for its derivation.

CSE 2000Paper I20 markscse-2000-subject-04-009

A tank whose capacity is 0.1\text{ m}^3 contains helium at a pressure of 10\text{ atmospheres} and a temperature of 20^\circ\text{C}. A rubber weather balloon is inflated with this helium.

(i) When the pressure of helium in the balloon is 1\text{ atmosphere}, its temperature is -40^\circ\text{ C}. Find the volume of the balloon.

(ii) Eventually the helium in the balloon absorbs heat from the air around ii and returns to 20^\circ\text{ C}. Find the volume of the balloon at this time.

CSE 2000Paper I20 markscse-2000-subject-04-004

For an R-L- C series resonant circuit, show that f_0 = \sqrt{f_1 f_2}, where f_0 is the resonance frequency and f_1, and f_2 are the half-power frequencies. Is this relation true for a parallel resonance circuit in which R, L and C are connected in parallel to each other? Explain.

CSE 2000Paper I20 markscse-2000-subject-03-002

Calculate the voltage drops across R and across L.

CSE 2000Paper I10 markscse-2000-subject-03-001

A series R-L circuit has a constant d.c. voltage V applied at the time t = 0 by closing a switch. Derive an expression for the current in the circuit.

CSE 2000Paper I15 markscse-2000-subject-03-003

Current is flowing in a single-turn circular coil of radius 0.1\text{ m} such that at a point 5\text{ mm} from the centre of the coil on the axis perpendicular to the plane of the coil the magnetic field is 0.1\text{ mT}. Find the current in the coil. Hence calculate the magnetic moment of the current carrying coil.

CSE 2000Paper I20 markscse-2000-subject-03-004

Show that the steady -state energy is stored in the magnetic field.

CSE 2000Paper I15 markscse-2000-subject-03-010

The introduction of the displacement current is one of the major contributions of Maxwell. Discuss.

CSE 2000Paper I10 markscse-2000-subject-03-005

Using Maxwell's equations, derive the electromagnetic wave equations for a conducting medium and solve it.

CSE 2000Paper I40 markscse-2000-subject-03-007

What is the limiting case of a metallic conductor in the above case ? Explain

CSE 2000Paper I10 markscse-2000-subject-03-009

At what time are these voltage drops equal?

CSE 2000Paper I10 markscse-2000-subject-03-006

Find the power dissipated by R and power stored in L.

CSE 2000Paper I10 markscse-2000-subject-03-008

How does the resolving power of a microscope differ from that of a telescope ? Find the resolving power of an electron microscope that uses 15\text{ Key} electrons, assuming that this is equal to the electron wavelength.

CSE 2000Paper I20 markscse-2000-subject-02-008

Write a short note on Holography.

CSE 2000Paper I12 markscse-2000-p1-q8-v

When fixed at both ends, a wire under tension of 900\text{ N} and having a linear density 10^{-2}\text{ kg/m} is resonant at the frequency of 420\text{ Hz}. The next higher frequency at which it resonates is 490\text{ Hz}. What is the length of the wire.

CSE 2000Paper I20 markscse-2000-subject-02-002

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