JAWAHARLAL NEHRU TECHNOLOGICAL UNIVERSITY HYDERABAD
JAWAHARLAL NEHRU TECHNOLOGICAL UNIVERSITY HYDERABAD B.Tech I Year ENGINEERING PHYSICS - II Previous Question Paper (September - 2023 - R16)
Question paper consists of Part A and Part B. Part A is compulsory (25 marks). Part B: Answer any one question from each unit (50 marks).
Part A
State the Heisenberg’s uncertainty principle.
Answer
Heisenberg's uncertainty principle states that it is fundamentally impossible to simultaneously measure both the exact position and the exact momentum of a particle with absolute precision. The product of the uncertainties in these two measurements is always greater than or equal to a constant value.
In this expression, Δx represents the uncertainty in position, Δp represents the uncertainty in momentum, and ℏ is the reduced Planck constant (h / 2π).
Give the importance of E-K curve by plotting it.
Answer
The E-K curve, or dispersion relation, represents the relationship between the energy (E) of an electron and its wave vector (k) in a crystal lattice. Its importance lies in understanding the electronic properties of materials:
- Band Gap Determination: The curve reveals the existence of allowed energy bands separated by forbidden energy gaps, which distinguish conductors, semiconductors, and insulators.
- Effective Mass: The curvature of the E-K plot is inversely proportional to the effective mass of the electron, defined by the formula: m* = ħ2 / (d2E / dk2)This explains how electrons respond to external electric fields within the periodic potential of the crystal.
- Charge Carrier Dynamics: It helps identify the velocity of electrons and holes, where the group velocity is given by v = (1/ħ) (dE/dk).
The plot typically shows parabolic energy bands for free or nearly-free electrons, with discontinuities at the Brillouin zone boundaries due to Bragg reflection of electron waves by the periodic crystal potential.
Why doping process is required for semiconductors.
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How energy bands are formed? Explain.
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Define displacement vector.
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How local field arises in dielectrics? Explain.
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How magnetic induction is different from magnetic intensity.
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What is the magnetic field effect on superconductivity?
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How does quantum confinement impact the conductivity of nanomaterials.
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How does the dominance of electromagnetic forces affect the behavior of magnetic material? Explain.
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Part B
Derive an expression for Schrodinger time dependent wave equation.
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What are the matter waves? Discuss their properties.
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How Kronig Penney model explains the origin of energy bands? Explain in detail.
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Explain the working principle of a solar cell. Describe its I-V characteristics curve.
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Distinguish between direct and indirect energy band gap semiconductors.
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Obtain the expression for carrier concentration in the conduction band of an intrinsic semiconductor.
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Why Fermi level is nearer to the valance band in the case of P-type semiconductor? Explain with an energy band diagram.
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What are the dielectric materials? Explain the behavior of polar and non-polar dielectrics under static electric fields.
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What is an electronic polarization? Obtain an expression for electronic polarizability.
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Derive an expression for Internal field of dielectric solid.
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A water molecule has a dipole moment of 6.2 × 10^-30 C.m. What is the polarization of water drop of 0.1 cm radius polarized in the same direction?
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Explain the B-H curve of ferromagnetic material on the basis of domain theory.
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What are the properties of ferrimagnetic materials? Explain.
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What are superconductors? Discuss their properties.
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Discuss the Meissner effect. Show that perfect diamagnetism and zero resistivity are two independent and essential properties of the superconductor.
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Write a short note on bottom-up and top-down fabrication of nanomaterials.
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Differentiate between CVD and PVD method for synthesis of nanomaterial. Explain CVD method along with its principle and advantages over other synthesis method.
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