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1cse-2026-subject-08-004
CSE 2026Paper II10 Marks

Explain briefly the two-fluid model proposed by the London brothers and obtain the expressions for the penetration depth and the number of superelectrons in a superconducting specimen.

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2cse-2026-subject-08-009
CSE 2026Paper II10 Marks

Draw a diagram of magnetic susceptibility as a function of temperature. Pay attention to the relative scales in your diagram so that the relative strengths of the magnetic phenomena are presented.

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3cse-2026-subject-08-008
CSE 2026Paper II5 Marks

Discuss the limitations of the quantum theory of diamagnetism.

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4cse-2026-subject-08-013
CSE 2026Paper II15 Marks

What is the photovoltaic effect? What are the processes that are required to obtain a useful power output from photon interactions in a semiconductor? List the factors that affect the efficiency of a solar cell.

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5cse-2026-subject-08-012
CSE 2026Paper II5 Marks

At very low temperatures, the specific heat of rock salt varies with temperature according to the Debye T^3 law. The Debye temperature for rock salt is 281\text{ K}. How much heat will be required to raise the temperature of 2\text{ kilo-mol} of rock salt from 10\text{ K} to 50\text{ K}?

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6cse-2026-subject-08-001
CSE 2026Paper II2 Marks

What is the effective mass of an electron?

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7cse-2026-subject-08-010
CSE 2026Paper II20 Marks

The input signal as shown in Figure (I) is applied to the comparator circuit given in Figure (II). Make a sketch of the output signal showing its proper relationship to the input signal. Assume that the maximum output levels of the op-amp are \pm 12\text{ V}.

Physics Diagram cse-2026-p2-q7b-fig-1
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8cse-2026-subject-08-007
CSE 2026Paper II5 Marks

What is diamagnetism? Why do diamagnetic materials have negative magnetic susceptibility?

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9cse-2026-subject-08-011
CSE 2026Paper II10 Marks

Discuss the Debye model of lattice specific heat. What are the limitations of the Debye model?

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10cse-2026-subject-08-003
CSE 2026Paper II5 Marks

The energy near the valence band edge of a crystal is given by E = -10^{-39} k^2\text{ J}\cdot\text{m}^2. An electron with wave vector 10^{10}\hat{k}_x\text{ m}^{-1} is removed from an orbital in the completely filled valence band. Determine its effective mass and momentum.

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11cse-2026-subject-08-002
CSE 2026Paper II3 Marks

What are the physical reasons that the effective mass of an electron can be infinite and negative?

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12cse-2026-subject-08-005
CSE 2026Paper II5 Marks

What are the different methods used to increase the probability of exposure for the atomic planes with right orientation to X-rays in the X-rays diffraction studies?

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13cse-2026-subject-08-006
CSE 2026Paper II15 Marks

Explain the principle and working of the Laue's diffraction method. Comment on the origin of Laue spots and the utility of Laue's diffraction pattern.

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14cse-2025-subject-08-005
CSE 2025Paper II15 Marks

What is X-ray diffraction? How is an XRD pattern used to determine the crystal structure of the material?

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15cse-2025-subject-08-009
CSE 2025Paper II10 Marks

Find the radius of the interstitial sphere which can just fit into the void at the body centre of the \text{fcc} structure coordinated by the facial atoms.

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16cse-2025-subject-08-003
CSE 2025Paper II10+5=15 Marks

Explain the cause of hysteresis phenomenon in ferromagnetic materials. What does the area of the hysteresis loop signify?

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17ifos-2025-subject-08-004
IFOS 2025Paper II8 Marks

What is Josephson effect? How can Josephson junctions be used to produce macroscopic quantum interference?

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18cse-2025-subject-08-004
CSE 2025Paper II20 Marks

Classify diamagnetic, paramagnetic and ferromagnetic materials in terms of their magnetic susceptibility (\chi). Plot and explain the variation of \frac{1}{\chi} with temperature for the three materials.

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19ifos-2025-subject-08-001
IFOS 2025Paper II10+5+5=20 Marks

(i) Explain the Bravais lattice and non-Bravais lattice with suitable diagram. (ii) Draw the (1\ 0\ 0), (1\ 1\ 0) and (1\ 1\ 1) planes in a cubic unit cell. (iii) Obtain the Miller indices of a plane with intercepts a, b/2, 3c in a simple cubic unit cell.

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20cse-2025-subject-08-008
CSE 2025Paper II10 Marks

In powder diffraction method pattern for lead with radiation of wavelength \lambda = 1\cdot 54 \text{ \AA}, the (220) Bragg reflection angle is \theta = 32^\circ. Find the radius of the atom.

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